%------------------------------------------------------------------------------ % File : Princess---230619 % Problem : ITP001_1 : TPTP v8.1.2. Released v8.1.0. % Transfm : none % Format : tptp % Command : princess -inputFormat=tptp +threads -portfolio=casc +printProof -timeoutSec=%d %s % Computer : n024.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 300s % DateTime : Thu Aug 31 04:11:37 EDT 2023 % Result : Theorem 113.54s 15.80s % Output : Proof 117.95s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.07/0.12 % Problem : ITP001_1 : TPTP v8.1.2. Released v8.1.0. % 0.07/0.13 % Command : princess -inputFormat=tptp +threads -portfolio=casc +printProof -timeoutSec=%d %s % 0.14/0.34 % Computer : n024.cluster.edu % 0.14/0.34 % Model : x86_64 x86_64 % 0.14/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.14/0.34 % Memory : 8042.1875MB % 0.14/0.34 % OS : Linux 3.10.0-693.el7.x86_64 % 0.14/0.34 % CPULimit : 300 % 0.14/0.34 % WCLimit : 300 % 0.14/0.34 % DateTime : Sun Aug 27 16:14:08 EDT 2023 % 0.14/0.34 % CPUTime : % 0.20/0.60 ________ _____ % 0.20/0.60 ___ __ \_________(_)________________________________ % 0.20/0.60 __ /_/ /_ ___/_ /__ __ \ ___/ _ \_ ___/_ ___/ % 0.20/0.60 _ ____/_ / _ / _ / / / /__ / __/(__ )_(__ ) % 0.20/0.60 /_/ /_/ /_/ /_/ /_/\___/ \___//____/ /____/ % 0.20/0.60 % 0.20/0.60 A Theorem Prover for First-Order Logic modulo Linear Integer Arithmetic % 0.20/0.60 (2023-06-19) % 0.20/0.60 % 0.20/0.60 (c) Philipp Rümmer, 2009-2023 % 0.20/0.60 Contributors: Peter Backeman, Peter Baumgartner, Angelo Brillout, Zafer Esen, % 0.20/0.60 Amanda Stjerna. % 0.20/0.60 Free software under BSD-3-Clause. % 0.20/0.60 % 0.20/0.60 For more information, visit http://www.philipp.ruemmer.org/princess.shtml % 0.20/0.60 % 0.20/0.60 Loading /export/starexec/sandbox/benchmark/theBenchmark.p ... % 0.20/0.61 Running up to 7 provers in parallel. % 0.20/0.63 Prover 0: Options: +triggersInConjecture +genTotalityAxioms +tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=0 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=1042961893 % 0.20/0.63 Prover 1: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-1571432423 % 0.20/0.63 Prover 2: Options: +triggersInConjecture +genTotalityAxioms -tightFunctionScopes -clausifier=simple +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMinimalAndEmpty -realRatSaturationRounds=1 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=-1065072994 % 0.20/0.63 Prover 3: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=1922548996 % 0.20/0.63 Prover 4: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=1868514696 % 0.20/0.63 Prover 5: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=none +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMaximal -realRatSaturationRounds=1 -ignoreQuantifiers -constructProofs=never -generateTriggers=complete -randomSeed=1259561288 % 0.20/0.63 Prover 6: Options: -triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=none +reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximalOutermost -realRatSaturationRounds=0 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=-1399714365 % 15.89/2.84 Prover 4: Preprocessing ... % 16.33/2.90 Prover 1: Preprocessing ... % 16.33/2.94 Prover 6: Preprocessing ... % 16.33/2.94 Prover 0: Preprocessing ... % 16.33/2.94 Prover 3: Preprocessing ... % 16.33/2.94 Prover 5: Preprocessing ... % 16.33/2.94 Prover 2: Preprocessing ... % 38.01/5.71 Prover 1: Warning: ignoring some quantifiers % 39.16/5.83 Prover 3: Warning: ignoring some quantifiers % 40.09/5.98 Prover 3: Constructing countermodel ... % 40.45/6.01 Prover 1: Constructing countermodel ... % 40.45/6.10 Prover 6: Proving ... % 53.69/7.73 Prover 4: Warning: ignoring some quantifiers % 56.82/8.13 Prover 4: Constructing countermodel ... % 59.74/8.52 Prover 5: Proving ... % 66.12/9.32 Prover 0: Proving ... % 73.59/10.26 Prover 2: Proving ... % 73.59/10.26 Prover 2: stopped % 73.59/10.26 Prover 7: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-236303470 % 81.08/11.23 Prover 7: Preprocessing ... % 96.91/13.27 Prover 7: Warning: ignoring some quantifiers % 98.49/13.47 Prover 7: Constructing countermodel ... % 102.38/13.96 Prover 5: stopped % 102.38/13.96 Prover 8: Options: +triggersInConjecture +genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-200781089 % 107.74/14.77 Prover 8: Preprocessing ... % 110.69/15.03 Prover 4: Found proof (size 616) % 110.69/15.03 Prover 4: proved (14398ms) % 110.69/15.03 Prover 6: stopped % 110.69/15.03 Prover 7: stopped % 110.69/15.03 Prover 1: stopped % 110.69/15.03 Prover 3: stopped % 110.86/15.06 Prover 0: stopped % 113.05/15.68 Prover 8: Warning: ignoring some quantifiers % 113.54/15.79 Prover 8: Constructing countermodel ... % 113.54/15.79 Prover 8: stopped % 113.54/15.80 % 113.54/15.80 % SZS status Theorem for /export/starexec/sandbox/benchmark/theBenchmark.p % 113.54/15.80 % 114.48/16.09 % SZS output start Proof for theBenchmark % 114.73/16.11 Assumptions after simplification: % 114.73/16.11 --------------------------------- % 114.73/16.11 % 114.73/16.11 (axiom124) % 114.88/16.19 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: int] : (v1 = 0 | ~ % 114.88/16.19 (interpretation$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? % 114.88/16.19 [v2: O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: % 114.88/16.19 T_f_unit_Signature_ext$] : ? [v5: any] : ? [v6: T_set$] : ? [v7: % 114.88/16.19 T_o_fun$] : ? [v8: O_set$] : ? [v9: F_m_fun$] : ? [v10: F$] : ? [v11: % 114.88/16.19 T$] : ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : % 114.88/16.19 ? [v15: int] : ? [v16: M$] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : % 114.88/16.19 ? [v19: O_bool_fun$] : ? [v20: O$] : ? [v21: int] : ? [v22: T$] : ? % 114.88/16.19 [v23: int] : ? [v24: O$] : ? [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) % 114.88/16.19 = v8 & category$(v2) = v3 & iFunctions$(v0) = v9 & iCategory$(v0) = v2 & % 114.88/16.19 iTypes$(v0) = v7 & signature$(v4) = v5 & iSignature$(v0) = v4 & % 114.88/16.19 F_m_fun$(v9) & O_m_unit_Category_ext$(v2) & T_set$(v6) & T$(v22) & T$(v12) % 114.88/16.19 & T$(v11) & T_f_unit_Signature_ext$(v4) & O_set$(v8) & F$(v10) & % 114.88/16.19 T_o_fun$(v7) & ( ~ (v5 = 0) | ~ (v3 = 0) | (v23 = 0 & ~ (v25 = 0) & % 114.88/16.19 fun_app$ad(v7, v22) = v24 & member$e(v24, v8) = v25 & member$d(v22, % 114.88/16.19 v6) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = 0) & fun_app$ae(v9, v10) = % 114.88/16.19 v16 & fun_app$ad(v7, v12) = v20 & fun_app$ad(v7, v11) = v18 & % 114.88/16.19 mapsTo$(v2, v16) = v17 & funsignature_abbrev$(v10, v4) = v13 & % 114.88/16.19 fun_app$r(v17, v18) = v19 & fun_app$q(v13, v11) = v14 & fun_app$f(v19, % 114.88/16.19 v20) = v21 & fun_app$e(v14, v12) = 0 & T_bool_fun$(v14) & % 114.88/16.19 O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & % 114.88/16.19 O$(v20) & O$(v18) & M$(v16))))) & ! [v0: % 114.88/16.19 T_f_o_m_unit_Interpretation_ext$] : ! [v1: F_m_fun$] : ( ~ (iFunctions$(v0) % 114.88/16.19 = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.19 O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: T_f_unit_Signature_ext$] % 114.88/16.19 : ? [v5: any] : ? [v6: T_set$] : ? [v7: T_o_fun$] : ? [v8: O_set$] : ? % 114.88/16.19 [v9: any] : ? [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? [v13: % 114.88/16.19 T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? [v15: int] : ? [v16: M$] % 114.88/16.19 : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? % 114.88/16.19 [v20: O$] : ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: O$] : ? % 114.88/16.19 [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) = v8 & category$(v2) = v3 & % 114.88/16.19 iCategory$(v0) = v2 & iTypes$(v0) = v7 & signature$(v4) = v5 & % 114.88/16.19 iSignature$(v0) = v4 & interpretation$(v0) = v9 & % 114.88/16.19 O_m_unit_Category_ext$(v2) & T_set$(v6) & T$(v22) & T$(v12) & T$(v11) & % 114.88/16.19 T_f_unit_Signature_ext$(v4) & O_set$(v8) & F$(v10) & T_o_fun$(v7) & ( ~ % 114.88/16.19 (v5 = 0) | ~ (v3 = 0) | v9 = 0 | (v23 = 0 & ~ (v25 = 0) & % 114.88/16.19 fun_app$ad(v7, v22) = v24 & member$e(v24, v8) = v25 & member$d(v22, % 114.88/16.19 v6) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = 0) & fun_app$ae(v1, v10) = % 114.88/16.19 v16 & fun_app$ad(v7, v12) = v20 & fun_app$ad(v7, v11) = v18 & % 114.88/16.19 mapsTo$(v2, v16) = v17 & funsignature_abbrev$(v10, v4) = v13 & % 114.88/16.19 fun_app$r(v17, v18) = v19 & fun_app$q(v13, v11) = v14 & fun_app$f(v19, % 114.88/16.19 v20) = v21 & fun_app$e(v14, v12) = 0 & T_bool_fun$(v14) & % 114.88/16.19 O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & % 114.88/16.19 O$(v20) & O$(v18) & M$(v16))))) & ! [v0: % 114.88/16.19 T_f_o_m_unit_Interpretation_ext$] : ! [v1: F_m_fun$] : ( ~ (iFunctions$(v0) % 114.88/16.19 = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: any] : ? [v3: % 114.88/16.19 O_m_unit_Category_ext$] : ? [v4: any] : ? [v5: T_f_unit_Signature_ext$] % 114.88/16.19 : ? [v6: any] : ? [v7: T_set$] : ? [v8: T_o_fun$] : ? [v9: O_set$] : % 114.88/16.19 (baseTypes$(v5) = v7 & obj$(v3) = v9 & category$(v3) = v4 & iCategory$(v0) = % 114.88/16.19 v3 & iTypes$(v0) = v8 & signature$(v5) = v6 & iSignature$(v0) = v5 & % 114.88/16.19 interpretation$(v0) = v2 & O_m_unit_Category_ext$(v3) & T_set$(v7) & % 114.88/16.19 T_f_unit_Signature_ext$(v5) & O_set$(v9) & T_o_fun$(v8) & ( ~ (v2 = 0) | % 114.88/16.19 (v6 = 0 & v4 = 0 & ! [v10: F$] : ! [v11: T$] : ! [v12: T$] : ! [v13: % 114.88/16.19 M$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: O$] : ! [v16: % 114.88/16.19 O_bool_fun$] : ! [v17: O$] : ! [v18: int] : (v18 = 0 | ~ % 114.88/16.19 (fun_app$ae(v1, v10) = v13) | ~ (fun_app$ad(v8, v12) = v17) | ~ % 114.88/16.19 (fun_app$ad(v8, v11) = v15) | ~ (mapsTo$(v3, v13) = v14) | ~ % 114.88/16.19 (fun_app$r(v14, v15) = v16) | ~ (fun_app$f(v16, v17) = v18) | ~ % 114.88/16.19 T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v19: T_t_bool_fun_fun$] : ? % 114.88/16.19 [v20: T_bool_fun$] : ? [v21: int] : ( ~ (v21 = 0) & % 114.88/16.19 funsignature_abbrev$(v10, v5) = v19 & fun_app$q(v19, v11) = v20 & % 114.88/16.19 fun_app$e(v20, v12) = v21 & T_bool_fun$(v20) & % 114.88/16.19 T_t_bool_fun_fun$(v19))) & ! [v10: F$] : ! [v11: T$] : ! [v12: % 114.88/16.19 T$] : ! [v13: T_t_bool_fun_fun$] : ! [v14: T_bool_fun$] : ( ~ % 114.88/16.19 (funsignature_abbrev$(v10, v5) = v13) | ~ (fun_app$q(v13, v11) = % 114.88/16.19 v14) | ~ (fun_app$e(v14, v12) = 0) | ~ T$(v12) | ~ T$(v11) | ~ % 114.88/16.19 F$(v10) | ? [v15: M$] : ? [v16: O_o_bool_fun_fun$] : ? [v17: O$] % 114.88/16.19 : ? [v18: O_bool_fun$] : ? [v19: O$] : (fun_app$ae(v1, v10) = v15 % 114.88/16.19 & fun_app$ad(v8, v12) = v19 & fun_app$ad(v8, v11) = v17 & % 114.88/16.19 mapsTo$(v3, v15) = v16 & fun_app$r(v16, v17) = v18 & % 114.88/16.19 fun_app$f(v18, v19) = 0 & O_o_bool_fun_fun$(v16) & % 114.88/16.19 O_bool_fun$(v18) & O$(v19) & O$(v17) & M$(v15))) & ! [v10: T$] : % 114.88/16.19 ! [v11: O$] : ( ~ (fun_app$ad(v8, v10) = v11) | ~ T$(v10) | ? [v12: % 114.88/16.19 any] : ? [v13: any] : (member$e(v11, v9) = v13 & member$d(v10, % 114.88/16.19 v7) = v12 & ( ~ (v12 = 0) | v13 = 0))) & ! [v10: T$] : ( ~ % 114.88/16.19 (member$d(v10, v7) = 0) | ~ T$(v10) | ? [v11: O$] : % 114.88/16.19 (fun_app$ad(v8, v10) = v11 & member$e(v11, v9) = 0 & O$(v11))))))) & % 114.88/16.19 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: O_m_unit_Category_ext$] : % 114.88/16.19 ( ~ (iCategory$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.19 any] : ? [v3: T_f_unit_Signature_ext$] : ? [v4: any] : ? [v5: T_set$] : % 114.88/16.19 ? [v6: T_o_fun$] : ? [v7: O_set$] : ? [v8: F_m_fun$] : ? [v9: any] : ? % 114.88/16.19 [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? % 114.88/16.19 [v14: T_bool_fun$] : ? [v15: int] : ? [v16: M$] : ? [v17: % 114.88/16.19 O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? [v20: O$] : % 114.88/16.19 ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: O$] : ? [v25: int] % 114.88/16.19 : (baseTypes$(v3) = v5 & obj$(v1) = v7 & category$(v1) = v2 & % 114.88/16.19 iFunctions$(v0) = v8 & iTypes$(v0) = v6 & signature$(v3) = v4 & % 114.88/16.19 iSignature$(v0) = v3 & interpretation$(v0) = v9 & F_m_fun$(v8) & % 114.88/16.19 T_set$(v5) & T$(v22) & T$(v12) & T$(v11) & T_f_unit_Signature_ext$(v3) & % 114.88/16.19 O_set$(v7) & F$(v10) & T_o_fun$(v6) & ( ~ (v4 = 0) | ~ (v2 = 0) | v9 = 0 % 114.88/16.19 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v6, v22) = v24 & member$e(v24, % 114.88/16.19 v7) = v25 & member$d(v22, v5) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = % 114.88/16.19 0) & fun_app$ae(v8, v10) = v16 & fun_app$ad(v6, v12) = v20 & % 114.88/16.19 fun_app$ad(v6, v11) = v18 & mapsTo$(v1, v16) = v17 & % 114.88/16.19 funsignature_abbrev$(v10, v3) = v13 & fun_app$r(v17, v18) = v19 & % 114.88/16.19 fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & fun_app$e(v14, % 114.88/16.19 v12) = 0 & T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & % 114.88/16.19 O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & % 114.88/16.19 M$(v16))))) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 114.88/16.19 O_m_unit_Category_ext$] : ( ~ (iCategory$(v0) = v1) | ~ % 114.88/16.19 T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: any] : ? [v3: any] : ? [v4: % 114.88/16.19 T_f_unit_Signature_ext$] : ? [v5: any] : ? [v6: T_set$] : ? [v7: % 114.88/16.19 T_o_fun$] : ? [v8: O_set$] : ? [v9: F_m_fun$] : (baseTypes$(v4) = v6 & % 114.88/16.19 obj$(v1) = v8 & category$(v1) = v3 & iFunctions$(v0) = v9 & iTypes$(v0) = % 114.88/16.19 v7 & signature$(v4) = v5 & iSignature$(v0) = v4 & interpretation$(v0) = v2 % 114.88/16.19 & F_m_fun$(v9) & T_set$(v6) & T_f_unit_Signature_ext$(v4) & O_set$(v8) & % 114.88/16.19 T_o_fun$(v7) & ( ~ (v2 = 0) | (v5 = 0 & v3 = 0 & ! [v10: F$] : ! [v11: % 114.88/16.19 T$] : ! [v12: T$] : ! [v13: M$] : ! [v14: O_o_bool_fun_fun$] : ! % 114.88/16.19 [v15: O$] : ! [v16: O_bool_fun$] : ! [v17: O$] : ! [v18: int] : % 114.88/16.19 (v18 = 0 | ~ (fun_app$ae(v9, v10) = v13) | ~ (fun_app$ad(v7, v12) = % 114.88/16.19 v17) | ~ (fun_app$ad(v7, v11) = v15) | ~ (mapsTo$(v1, v13) = % 114.88/16.19 v14) | ~ (fun_app$r(v14, v15) = v16) | ~ (fun_app$f(v16, v17) = % 114.88/16.19 v18) | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v19: % 114.88/16.19 T_t_bool_fun_fun$] : ? [v20: T_bool_fun$] : ? [v21: int] : ( ~ % 114.88/16.19 (v21 = 0) & funsignature_abbrev$(v10, v4) = v19 & fun_app$q(v19, % 114.88/16.19 v11) = v20 & fun_app$e(v20, v12) = v21 & T_bool_fun$(v20) & % 114.88/16.19 T_t_bool_fun_fun$(v19))) & ! [v10: F$] : ! [v11: T$] : ! [v12: % 114.88/16.19 T$] : ! [v13: T_t_bool_fun_fun$] : ! [v14: T_bool_fun$] : ( ~ % 114.88/16.19 (funsignature_abbrev$(v10, v4) = v13) | ~ (fun_app$q(v13, v11) = % 114.88/16.19 v14) | ~ (fun_app$e(v14, v12) = 0) | ~ T$(v12) | ~ T$(v11) | ~ % 114.88/16.19 F$(v10) | ? [v15: M$] : ? [v16: O_o_bool_fun_fun$] : ? [v17: O$] % 114.88/16.19 : ? [v18: O_bool_fun$] : ? [v19: O$] : (fun_app$ae(v9, v10) = v15 % 114.88/16.19 & fun_app$ad(v7, v12) = v19 & fun_app$ad(v7, v11) = v17 & % 114.88/16.19 mapsTo$(v1, v15) = v16 & fun_app$r(v16, v17) = v18 & % 114.88/16.19 fun_app$f(v18, v19) = 0 & O_o_bool_fun_fun$(v16) & % 114.88/16.19 O_bool_fun$(v18) & O$(v19) & O$(v17) & M$(v15))) & ! [v10: T$] : % 114.88/16.19 ! [v11: O$] : ( ~ (fun_app$ad(v7, v10) = v11) | ~ T$(v10) | ? [v12: % 114.88/16.19 any] : ? [v13: any] : (member$e(v11, v8) = v13 & member$d(v10, % 114.88/16.19 v6) = v12 & ( ~ (v12 = 0) | v13 = 0))) & ! [v10: T$] : ( ~ % 114.88/16.19 (member$d(v10, v6) = 0) | ~ T$(v10) | ? [v11: O$] : % 114.88/16.19 (fun_app$ad(v7, v10) = v11 & member$e(v11, v8) = 0 & O$(v11))))))) & % 114.88/16.19 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T_o_fun$] : ( ~ % 114.88/16.19 (iTypes$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.19 O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: T_f_unit_Signature_ext$] % 114.88/16.19 : ? [v5: any] : ? [v6: T_set$] : ? [v7: O_set$] : ? [v8: F_m_fun$] : ? % 114.88/16.19 [v9: any] : ? [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? [v13: % 114.88/16.19 T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? [v15: int] : ? [v16: M$] % 114.88/16.19 : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? % 114.88/16.19 [v20: O$] : ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: O$] : ? % 114.88/16.19 [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) = v7 & category$(v2) = v3 & % 114.88/16.19 iFunctions$(v0) = v8 & iCategory$(v0) = v2 & signature$(v4) = v5 & % 114.88/16.19 iSignature$(v0) = v4 & interpretation$(v0) = v9 & F_m_fun$(v8) & % 114.88/16.19 O_m_unit_Category_ext$(v2) & T_set$(v6) & T$(v22) & T$(v12) & T$(v11) & % 114.88/16.19 T_f_unit_Signature_ext$(v4) & O_set$(v7) & F$(v10) & ( ~ (v5 = 0) | ~ (v3 % 114.88/16.19 = 0) | v9 = 0 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v1, v22) = v24 & % 114.88/16.19 member$e(v24, v7) = v25 & member$d(v22, v6) = 0 & O$(v24)) | (v15 = 0 % 114.88/16.19 & ~ (v21 = 0) & fun_app$ae(v8, v10) = v16 & fun_app$ad(v1, v12) = v20 % 114.88/16.19 & fun_app$ad(v1, v11) = v18 & mapsTo$(v2, v16) = v17 & % 114.88/16.19 funsignature_abbrev$(v10, v4) = v13 & fun_app$r(v17, v18) = v19 & % 114.88/16.19 fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & fun_app$e(v14, % 114.88/16.19 v12) = 0 & T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & % 114.88/16.19 O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & % 114.88/16.19 M$(v16))))) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 114.88/16.19 T_o_fun$] : ( ~ (iTypes$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) % 114.88/16.19 | ? [v2: any] : ? [v3: O_m_unit_Category_ext$] : ? [v4: any] : ? [v5: % 114.88/16.19 T_f_unit_Signature_ext$] : ? [v6: any] : ? [v7: T_set$] : ? [v8: % 114.88/16.19 O_set$] : ? [v9: F_m_fun$] : (baseTypes$(v5) = v7 & obj$(v3) = v8 & % 114.88/16.19 category$(v3) = v4 & iFunctions$(v0) = v9 & iCategory$(v0) = v3 & % 114.88/16.19 signature$(v5) = v6 & iSignature$(v0) = v5 & interpretation$(v0) = v2 & % 114.88/16.19 F_m_fun$(v9) & O_m_unit_Category_ext$(v3) & T_set$(v7) & % 114.88/16.19 T_f_unit_Signature_ext$(v5) & O_set$(v8) & ( ~ (v2 = 0) | (v6 = 0 & v4 = 0 % 114.88/16.19 & ! [v10: F$] : ! [v11: T$] : ! [v12: T$] : ! [v13: M$] : ! [v14: % 114.88/16.19 O_o_bool_fun_fun$] : ! [v15: O$] : ! [v16: O_bool_fun$] : ! [v17: % 114.88/16.19 O$] : ! [v18: int] : (v18 = 0 | ~ (fun_app$ae(v9, v10) = v13) | ~ % 114.88/16.19 (fun_app$ad(v1, v12) = v17) | ~ (fun_app$ad(v1, v11) = v15) | ~ % 114.88/16.19 (mapsTo$(v3, v13) = v14) | ~ (fun_app$r(v14, v15) = v16) | ~ % 114.88/16.19 (fun_app$f(v16, v17) = v18) | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | % 114.88/16.19 ? [v19: T_t_bool_fun_fun$] : ? [v20: T_bool_fun$] : ? [v21: int] % 114.88/16.19 : ( ~ (v21 = 0) & funsignature_abbrev$(v10, v5) = v19 & % 114.88/16.19 fun_app$q(v19, v11) = v20 & fun_app$e(v20, v12) = v21 & % 114.88/16.19 T_bool_fun$(v20) & T_t_bool_fun_fun$(v19))) & ! [v10: F$] : ! % 114.88/16.19 [v11: T$] : ! [v12: T$] : ! [v13: T_t_bool_fun_fun$] : ! [v14: % 114.88/16.19 T_bool_fun$] : ( ~ (funsignature_abbrev$(v10, v5) = v13) | ~ % 114.88/16.19 (fun_app$q(v13, v11) = v14) | ~ (fun_app$e(v14, v12) = 0) | ~ % 114.88/16.19 T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v15: M$] : ? [v16: % 114.88/16.19 O_o_bool_fun_fun$] : ? [v17: O$] : ? [v18: O_bool_fun$] : ? % 114.88/16.19 [v19: O$] : (fun_app$ae(v9, v10) = v15 & fun_app$ad(v1, v12) = v19 & % 114.88/16.19 fun_app$ad(v1, v11) = v17 & mapsTo$(v3, v15) = v16 & % 114.88/16.19 fun_app$r(v16, v17) = v18 & fun_app$f(v18, v19) = 0 & % 114.88/16.19 O_o_bool_fun_fun$(v16) & O_bool_fun$(v18) & O$(v19) & O$(v17) & % 114.88/16.19 M$(v15))) & ! [v10: T$] : ! [v11: O$] : ( ~ (fun_app$ad(v1, v10) % 114.88/16.19 = v11) | ~ T$(v10) | ? [v12: any] : ? [v13: any] : % 114.88/16.19 (member$e(v11, v8) = v13 & member$d(v10, v7) = v12 & ( ~ (v12 = 0) | % 114.88/16.19 v13 = 0))) & ! [v10: T$] : ( ~ (member$d(v10, v7) = 0) | ~ % 114.88/16.19 T$(v10) | ? [v11: O$] : (fun_app$ad(v1, v10) = v11 & member$e(v11, % 114.88/16.19 v8) = 0 & O$(v11))))))) & ! [v0: % 114.88/16.19 T_f_o_m_unit_Interpretation_ext$] : ! [v1: T_f_unit_Signature_ext$] : ( ~ % 114.88/16.19 (iSignature$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.19 O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: any] : ? [v5: T_set$] : % 114.88/16.19 ? [v6: T_o_fun$] : ? [v7: O_set$] : ? [v8: F_m_fun$] : ? [v9: any] : ? % 114.88/16.19 [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? % 114.88/16.19 [v14: T_bool_fun$] : ? [v15: int] : ? [v16: M$] : ? [v17: % 114.88/16.19 O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? [v20: O$] : % 114.88/16.19 ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: O$] : ? [v25: int] % 114.88/16.19 : (baseTypes$(v1) = v5 & obj$(v2) = v7 & category$(v2) = v3 & % 114.88/16.19 iFunctions$(v0) = v8 & iCategory$(v0) = v2 & iTypes$(v0) = v6 & % 114.88/16.19 signature$(v1) = v4 & interpretation$(v0) = v9 & F_m_fun$(v8) & % 114.88/16.19 O_m_unit_Category_ext$(v2) & T_set$(v5) & T$(v22) & T$(v12) & T$(v11) & % 114.88/16.19 O_set$(v7) & F$(v10) & T_o_fun$(v6) & ( ~ (v4 = 0) | ~ (v3 = 0) | v9 = 0 % 114.88/16.19 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v6, v22) = v24 & member$e(v24, % 114.88/16.19 v7) = v25 & member$d(v22, v5) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = % 114.88/16.19 0) & fun_app$ae(v8, v10) = v16 & fun_app$ad(v6, v12) = v20 & % 114.88/16.19 fun_app$ad(v6, v11) = v18 & mapsTo$(v2, v16) = v17 & % 114.88/16.19 funsignature_abbrev$(v10, v1) = v13 & fun_app$r(v17, v18) = v19 & % 114.88/16.19 fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & fun_app$e(v14, % 114.88/16.19 v12) = 0 & T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & % 114.88/16.19 O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & % 114.88/16.19 M$(v16))))) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 114.88/16.19 T_f_unit_Signature_ext$] : ( ~ (iSignature$(v0) = v1) | ~ % 114.88/16.19 T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: any] : ? [v3: % 114.88/16.19 O_m_unit_Category_ext$] : ? [v4: any] : ? [v5: any] : ? [v6: T_set$] : % 114.88/16.19 ? [v7: T_o_fun$] : ? [v8: O_set$] : ? [v9: F_m_fun$] : (baseTypes$(v1) = % 114.88/16.19 v6 & obj$(v3) = v8 & category$(v3) = v4 & iFunctions$(v0) = v9 & % 114.88/16.19 iCategory$(v0) = v3 & iTypes$(v0) = v7 & signature$(v1) = v5 & % 114.88/16.19 interpretation$(v0) = v2 & F_m_fun$(v9) & O_m_unit_Category_ext$(v3) & % 114.88/16.19 T_set$(v6) & O_set$(v8) & T_o_fun$(v7) & ( ~ (v2 = 0) | (v5 = 0 & v4 = 0 & % 114.88/16.19 ! [v10: F$] : ! [v11: T$] : ! [v12: T$] : ! [v13: M$] : ! [v14: % 114.88/16.19 O_o_bool_fun_fun$] : ! [v15: O$] : ! [v16: O_bool_fun$] : ! [v17: % 114.88/16.19 O$] : ! [v18: int] : (v18 = 0 | ~ (fun_app$ae(v9, v10) = v13) | ~ % 114.88/16.19 (fun_app$ad(v7, v12) = v17) | ~ (fun_app$ad(v7, v11) = v15) | ~ % 114.88/16.19 (mapsTo$(v3, v13) = v14) | ~ (fun_app$r(v14, v15) = v16) | ~ % 114.88/16.19 (fun_app$f(v16, v17) = v18) | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | % 114.88/16.19 ? [v19: T_t_bool_fun_fun$] : ? [v20: T_bool_fun$] : ? [v21: int] % 114.88/16.19 : ( ~ (v21 = 0) & funsignature_abbrev$(v10, v1) = v19 & % 114.88/16.19 fun_app$q(v19, v11) = v20 & fun_app$e(v20, v12) = v21 & % 114.88/16.19 T_bool_fun$(v20) & T_t_bool_fun_fun$(v19))) & ! [v10: F$] : ! % 114.88/16.19 [v11: T$] : ! [v12: T$] : ! [v13: T_t_bool_fun_fun$] : ! [v14: % 114.88/16.19 T_bool_fun$] : ( ~ (funsignature_abbrev$(v10, v1) = v13) | ~ % 114.88/16.19 (fun_app$q(v13, v11) = v14) | ~ (fun_app$e(v14, v12) = 0) | ~ % 114.88/16.19 T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v15: M$] : ? [v16: % 114.88/16.19 O_o_bool_fun_fun$] : ? [v17: O$] : ? [v18: O_bool_fun$] : ? % 114.88/16.19 [v19: O$] : (fun_app$ae(v9, v10) = v15 & fun_app$ad(v7, v12) = v19 & % 114.88/16.19 fun_app$ad(v7, v11) = v17 & mapsTo$(v3, v15) = v16 & % 114.88/16.19 fun_app$r(v16, v17) = v18 & fun_app$f(v18, v19) = 0 & % 114.88/16.19 O_o_bool_fun_fun$(v16) & O_bool_fun$(v18) & O$(v19) & O$(v17) & % 114.88/16.19 M$(v15))) & ! [v10: T$] : ! [v11: O$] : ( ~ (fun_app$ad(v7, v10) % 114.88/16.19 = v11) | ~ T$(v10) | ? [v12: any] : ? [v13: any] : % 114.88/16.19 (member$e(v11, v8) = v13 & member$d(v10, v6) = v12 & ( ~ (v12 = 0) | % 114.88/16.19 v13 = 0))) & ! [v10: T$] : ( ~ (member$d(v10, v6) = 0) | ~ % 114.88/16.19 T$(v10) | ? [v11: O$] : (fun_app$ad(v7, v10) = v11 & member$e(v11, % 114.88/16.19 v8) = 0 & O$(v11))))))) & ! [v0: % 114.88/16.19 T_f_o_m_unit_Interpretation_ext$] : ( ~ (interpretation$(v0) = 0) | ~ % 114.88/16.19 T_f_o_m_unit_Interpretation_ext$(v0) | ? [v1: O_m_unit_Category_ext$] : ? % 114.88/16.19 [v2: T_f_unit_Signature_ext$] : ? [v3: T_set$] : ? [v4: T_o_fun$] : ? % 114.88/16.19 [v5: O_set$] : ? [v6: F_m_fun$] : (baseTypes$(v2) = v3 & obj$(v1) = v5 & % 114.88/16.19 category$(v1) = 0 & iFunctions$(v0) = v6 & iCategory$(v0) = v1 & % 114.88/16.19 iTypes$(v0) = v4 & signature$(v2) = 0 & iSignature$(v0) = v2 & % 114.88/16.19 F_m_fun$(v6) & O_m_unit_Category_ext$(v1) & T_set$(v3) & % 114.88/16.19 T_f_unit_Signature_ext$(v2) & O_set$(v5) & T_o_fun$(v4) & ! [v7: F$] : ! % 114.88/16.19 [v8: T$] : ! [v9: T$] : ! [v10: M$] : ! [v11: O_o_bool_fun_fun$] : ! % 114.88/16.19 [v12: O$] : ! [v13: O_bool_fun$] : ! [v14: O$] : ! [v15: int] : (v15 = % 114.88/16.19 0 | ~ (fun_app$ae(v6, v7) = v10) | ~ (fun_app$ad(v4, v9) = v14) | ~ % 114.88/16.19 (fun_app$ad(v4, v8) = v12) | ~ (mapsTo$(v1, v10) = v11) | ~ % 114.88/16.19 (fun_app$r(v11, v12) = v13) | ~ (fun_app$f(v13, v14) = v15) | ~ T$(v9) % 114.88/16.19 | ~ T$(v8) | ~ F$(v7) | ? [v16: T_t_bool_fun_fun$] : ? [v17: % 114.88/16.19 T_bool_fun$] : ? [v18: int] : ( ~ (v18 = 0) & % 114.88/16.19 funsignature_abbrev$(v7, v2) = v16 & fun_app$q(v16, v8) = v17 & % 114.88/16.20 fun_app$e(v17, v9) = v18 & T_bool_fun$(v17) & T_t_bool_fun_fun$(v16))) % 114.88/16.20 & ! [v7: F$] : ! [v8: T$] : ! [v9: T$] : ! [v10: T_t_bool_fun_fun$] : % 114.88/16.20 ! [v11: T_bool_fun$] : ( ~ (funsignature_abbrev$(v7, v2) = v10) | ~ % 114.88/16.20 (fun_app$q(v10, v8) = v11) | ~ (fun_app$e(v11, v9) = 0) | ~ T$(v9) | % 114.88/16.20 ~ T$(v8) | ~ F$(v7) | ? [v12: M$] : ? [v13: O_o_bool_fun_fun$] : ? % 114.88/16.20 [v14: O$] : ? [v15: O_bool_fun$] : ? [v16: O$] : (fun_app$ae(v6, v7) = % 114.88/16.20 v12 & fun_app$ad(v4, v9) = v16 & fun_app$ad(v4, v8) = v14 & % 114.88/16.20 mapsTo$(v1, v12) = v13 & fun_app$r(v13, v14) = v15 & fun_app$f(v15, % 114.88/16.20 v16) = 0 & O_o_bool_fun_fun$(v13) & O_bool_fun$(v15) & O$(v16) & % 114.88/16.20 O$(v14) & M$(v12))) & ! [v7: T$] : ! [v8: O$] : ( ~ (fun_app$ad(v4, % 114.88/16.20 v7) = v8) | ~ T$(v7) | ? [v9: any] : ? [v10: any] : (member$e(v8, % 114.88/16.20 v5) = v10 & member$d(v7, v3) = v9 & ( ~ (v9 = 0) | v10 = 0))) & ! % 114.88/16.20 [v7: T$] : ( ~ (member$d(v7, v3) = 0) | ~ T$(v7) | ? [v8: O$] : % 114.88/16.20 (fun_app$ad(v4, v7) = v8 & member$e(v8, v5) = 0 & O$(v8))))) % 114.88/16.20 % 114.88/16.20 (axiom129) % 114.88/16.21 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: int] : (v1 = 0 | ~ % 114.88/16.21 (interpretation$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? % 114.88/16.21 [v2: O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: % 114.88/16.21 T_f_unit_Signature_ext$] : ? [v5: any] : ? [v6: T_set$] : ? [v7: % 114.88/16.21 T_o_fun$] : ? [v8: O_set$] : ? [v9: F_m_fun$] : ? [v10: F$] : ? [v11: % 114.88/16.21 T$] : ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : % 114.88/16.21 ? [v15: int] : ? [v16: M$] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : % 114.88/16.21 ? [v19: O_bool_fun$] : ? [v20: O$] : ? [v21: int] : ? [v22: T$] : ? % 114.88/16.21 [v23: int] : ? [v24: O$] : ? [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) % 114.88/16.21 = v8 & category$(v2) = v3 & iFunctions$(v0) = v9 & iCategory$(v0) = v2 & % 114.88/16.21 iTypes$(v0) = v7 & signature$(v4) = v5 & iSignature$(v0) = v4 & % 114.88/16.21 F_m_fun$(v9) & O_m_unit_Category_ext$(v2) & T_set$(v6) & T$(v22) & T$(v12) % 114.88/16.21 & T$(v11) & T_f_unit_Signature_ext$(v4) & O_set$(v8) & F$(v10) & % 114.88/16.21 T_o_fun$(v7) & ( ~ (v5 = 0) | ~ (v3 = 0) | (v23 = 0 & ~ (v25 = 0) & % 114.88/16.21 fun_app$ad(v7, v22) = v24 & member$e(v24, v8) = v25 & member$d(v22, % 114.88/16.21 v6) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = 0) & fun_app$ae(v9, v10) = % 114.88/16.21 v16 & fun_app$ad(v7, v12) = v20 & fun_app$ad(v7, v11) = v18 & % 114.88/16.21 mapsTo$(v2, v16) = v17 & funsignature_abbrev$(v10, v4) = v13 & % 114.88/16.21 fun_app$r(v17, v18) = v19 & fun_app$q(v13, v11) = v14 & fun_app$f(v19, % 114.88/16.21 v20) = v21 & fun_app$e(v14, v12) = 0 & T_bool_fun$(v14) & % 114.88/16.21 O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & % 114.88/16.21 O$(v20) & O$(v18) & M$(v16))))) & ! [v0: % 114.88/16.21 T_f_o_m_unit_Interpretation_ext$] : ! [v1: F_m_fun$] : ( ~ (iFunctions$(v0) % 114.88/16.21 = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.21 O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: T_f_unit_Signature_ext$] % 114.88/16.21 : ? [v5: any] : ? [v6: T_set$] : ? [v7: T_o_fun$] : ? [v8: O_set$] : ? % 114.88/16.21 [v9: any] : ? [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? [v13: % 114.88/16.21 T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? [v15: int] : ? [v16: M$] % 114.88/16.21 : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? % 114.88/16.21 [v20: O$] : ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: O$] : ? % 114.88/16.21 [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) = v8 & category$(v2) = v3 & % 114.88/16.21 iCategory$(v0) = v2 & iTypes$(v0) = v7 & signature$(v4) = v5 & % 114.88/16.21 iSignature$(v0) = v4 & interpretation$(v0) = v9 & % 114.88/16.21 O_m_unit_Category_ext$(v2) & T_set$(v6) & T$(v22) & T$(v12) & T$(v11) & % 114.88/16.21 T_f_unit_Signature_ext$(v4) & O_set$(v8) & F$(v10) & T_o_fun$(v7) & ( ~ % 114.88/16.21 (v5 = 0) | ~ (v3 = 0) | v9 = 0 | (v23 = 0 & ~ (v25 = 0) & % 114.88/16.21 fun_app$ad(v7, v22) = v24 & member$e(v24, v8) = v25 & member$d(v22, % 114.88/16.21 v6) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = 0) & fun_app$ae(v1, v10) = % 114.88/16.21 v16 & fun_app$ad(v7, v12) = v20 & fun_app$ad(v7, v11) = v18 & % 114.88/16.21 mapsTo$(v2, v16) = v17 & funsignature_abbrev$(v10, v4) = v13 & % 114.88/16.21 fun_app$r(v17, v18) = v19 & fun_app$q(v13, v11) = v14 & fun_app$f(v19, % 114.88/16.21 v20) = v21 & fun_app$e(v14, v12) = 0 & T_bool_fun$(v14) & % 114.88/16.21 O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & % 114.88/16.21 O$(v20) & O$(v18) & M$(v16))))) & ! [v0: % 114.88/16.21 T_f_o_m_unit_Interpretation_ext$] : ! [v1: O_m_unit_Category_ext$] : ( ~ % 114.88/16.21 (iCategory$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.21 any] : ? [v3: T_f_unit_Signature_ext$] : ? [v4: any] : ? [v5: T_set$] : % 114.88/16.21 ? [v6: T_o_fun$] : ? [v7: O_set$] : ? [v8: F_m_fun$] : ? [v9: any] : ? % 114.88/16.21 [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? % 114.88/16.21 [v14: T_bool_fun$] : ? [v15: int] : ? [v16: M$] : ? [v17: % 114.88/16.21 O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? [v20: O$] : % 114.88/16.21 ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: O$] : ? [v25: int] % 114.88/16.21 : (baseTypes$(v3) = v5 & obj$(v1) = v7 & category$(v1) = v2 & % 114.88/16.21 iFunctions$(v0) = v8 & iTypes$(v0) = v6 & signature$(v3) = v4 & % 114.88/16.21 iSignature$(v0) = v3 & interpretation$(v0) = v9 & F_m_fun$(v8) & % 114.88/16.21 T_set$(v5) & T$(v22) & T$(v12) & T$(v11) & T_f_unit_Signature_ext$(v3) & % 114.88/16.21 O_set$(v7) & F$(v10) & T_o_fun$(v6) & ( ~ (v4 = 0) | ~ (v2 = 0) | v9 = 0 % 114.88/16.21 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v6, v22) = v24 & member$e(v24, % 114.88/16.21 v7) = v25 & member$d(v22, v5) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = % 114.88/16.21 0) & fun_app$ae(v8, v10) = v16 & fun_app$ad(v6, v12) = v20 & % 114.88/16.21 fun_app$ad(v6, v11) = v18 & mapsTo$(v1, v16) = v17 & % 114.88/16.21 funsignature_abbrev$(v10, v3) = v13 & fun_app$r(v17, v18) = v19 & % 114.88/16.21 fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & fun_app$e(v14, % 114.88/16.21 v12) = 0 & T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & % 114.88/16.21 O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & % 114.88/16.21 M$(v16))))) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 114.88/16.21 T_o_fun$] : ( ~ (iTypes$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) % 114.88/16.21 | ? [v2: O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: % 114.88/16.21 T_f_unit_Signature_ext$] : ? [v5: any] : ? [v6: T_set$] : ? [v7: % 114.88/16.21 O_set$] : ? [v8: F_m_fun$] : ? [v9: any] : ? [v10: F$] : ? [v11: T$] : % 114.88/16.21 ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? % 114.88/16.21 [v15: int] : ? [v16: M$] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : ? % 114.88/16.21 [v19: O_bool_fun$] : ? [v20: O$] : ? [v21: int] : ? [v22: T$] : ? [v23: % 114.88/16.21 int] : ? [v24: O$] : ? [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) = v7 % 114.88/16.21 & category$(v2) = v3 & iFunctions$(v0) = v8 & iCategory$(v0) = v2 & % 114.88/16.21 signature$(v4) = v5 & iSignature$(v0) = v4 & interpretation$(v0) = v9 & % 114.88/16.21 F_m_fun$(v8) & O_m_unit_Category_ext$(v2) & T_set$(v6) & T$(v22) & T$(v12) % 114.88/16.21 & T$(v11) & T_f_unit_Signature_ext$(v4) & O_set$(v7) & F$(v10) & ( ~ (v5 = % 114.88/16.21 0) | ~ (v3 = 0) | v9 = 0 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v1, % 114.88/16.21 v22) = v24 & member$e(v24, v7) = v25 & member$d(v22, v6) = 0 & % 114.88/16.21 O$(v24)) | (v15 = 0 & ~ (v21 = 0) & fun_app$ae(v8, v10) = v16 & % 114.88/16.21 fun_app$ad(v1, v12) = v20 & fun_app$ad(v1, v11) = v18 & mapsTo$(v2, % 114.88/16.21 v16) = v17 & funsignature_abbrev$(v10, v4) = v13 & fun_app$r(v17, % 114.88/16.21 v18) = v19 & fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & % 114.88/16.21 fun_app$e(v14, v12) = 0 & T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & % 114.88/16.21 O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & % 114.88/16.21 M$(v16))))) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 114.88/16.21 T_f_unit_Signature_ext$] : ( ~ (iSignature$(v0) = v1) | ~ % 114.88/16.21 T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: O_m_unit_Category_ext$] : ? % 114.88/16.21 [v3: any] : ? [v4: any] : ? [v5: T_set$] : ? [v6: T_o_fun$] : ? [v7: % 114.88/16.21 O_set$] : ? [v8: F_m_fun$] : ? [v9: any] : ? [v10: F$] : ? [v11: T$] : % 114.88/16.21 ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? % 114.88/16.21 [v15: int] : ? [v16: M$] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : ? % 114.88/16.21 [v19: O_bool_fun$] : ? [v20: O$] : ? [v21: int] : ? [v22: T$] : ? [v23: % 114.88/16.21 int] : ? [v24: O$] : ? [v25: int] : (baseTypes$(v1) = v5 & obj$(v2) = v7 % 114.88/16.21 & category$(v2) = v3 & iFunctions$(v0) = v8 & iCategory$(v0) = v2 & % 114.88/16.21 iTypes$(v0) = v6 & signature$(v1) = v4 & interpretation$(v0) = v9 & % 114.88/16.21 F_m_fun$(v8) & O_m_unit_Category_ext$(v2) & T_set$(v5) & T$(v22) & T$(v12) % 114.88/16.21 & T$(v11) & O_set$(v7) & F$(v10) & T_o_fun$(v6) & ( ~ (v4 = 0) | ~ (v3 = % 114.88/16.21 0) | v9 = 0 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v6, v22) = v24 & % 114.88/16.21 member$e(v24, v7) = v25 & member$d(v22, v5) = 0 & O$(v24)) | (v15 = 0 % 114.88/16.21 & ~ (v21 = 0) & fun_app$ae(v8, v10) = v16 & fun_app$ad(v6, v12) = v20 % 114.88/16.21 & fun_app$ad(v6, v11) = v18 & mapsTo$(v2, v16) = v17 & % 114.88/16.21 funsignature_abbrev$(v10, v1) = v13 & fun_app$r(v17, v18) = v19 & % 114.88/16.21 fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & fun_app$e(v14, % 114.88/16.21 v12) = 0 & T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & % 114.88/16.21 O_bool_fun$(v19) & T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & % 114.88/16.21 M$(v16))))) % 114.88/16.21 % 114.88/16.21 (axiom135) % 114.88/16.22 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 114.88/16.22 T_f_unit_Signature_ext$] : ! [v3: T_set$] : ( ~ (baseTypes$(v2) = v3) | ~ % 114.88/16.22 (iSignature$(v0) = v2) | ~ (member$d(v1, v3) = 0) | ~ % 114.88/16.22 T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v1) | ? [v4: any] : ? [v5: % 114.88/16.22 T_o_fun$] : ? [v6: O$] : ? [v7: O_m_unit_Category_ext$] : ? [v8: % 114.88/16.22 O_set$] : ? [v9: any] : (obj$(v7) = v8 & iCategory$(v0) = v7 & % 114.88/16.22 iTypes$(v0) = v5 & fun_app$ad(v5, v1) = v6 & interpretation$(v0) = v4 & % 114.88/16.22 member$e(v6, v8) = v9 & O_m_unit_Category_ext$(v7) & O_set$(v8) & O$(v6) & % 114.88/16.22 T_o_fun$(v5) & ( ~ (v4 = 0) | v9 = 0))) & ! [v0: % 114.88/16.22 T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: T_o_fun$] : ! % 114.88/16.22 [v3: O$] : ( ~ (iTypes$(v0) = v2) | ~ (fun_app$ad(v2, v1) = v3) | ~ % 114.88/16.22 T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v1) | ? [v4: any] : ? [v5: % 114.88/16.22 T_f_unit_Signature_ext$] : ? [v6: T_set$] : ? [v7: any] : ? [v8: % 114.88/16.22 O_m_unit_Category_ext$] : ? [v9: O_set$] : ? [v10: any] : % 114.88/16.22 (baseTypes$(v5) = v6 & obj$(v8) = v9 & iCategory$(v0) = v8 & iSignature$(v0) % 114.88/16.22 = v5 & interpretation$(v0) = v4 & member$e(v3, v9) = v10 & member$d(v1, % 114.88/16.22 v6) = v7 & O_m_unit_Category_ext$(v8) & T_set$(v6) & % 114.88/16.22 T_f_unit_Signature_ext$(v5) & O_set$(v9) & ( ~ (v7 = 0) | ~ (v4 = 0) | % 114.88/16.22 v10 = 0))) % 114.88/16.22 % 114.88/16.22 (axiom149) % 114.88/16.22 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: Unit$] : ( ~ (more$(v0) = % 114.88/16.22 v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.22 T_f_unit_Signature_ext$] : ? [v3: O_m_unit_Category_ext$] : ? [v4: % 114.88/16.22 T_o_fun$] : ? [v5: F_m_fun$] : (interpretation_ext$(v2, v3, v4, v5, v1) = % 114.88/16.22 v0 & iFunctions$(v0) = v5 & iCategory$(v0) = v3 & iTypes$(v0) = v4 & % 114.88/16.22 iSignature$(v0) = v2 & F_m_fun$(v5) & O_m_unit_Category_ext$(v3) & % 114.88/16.22 T_f_unit_Signature_ext$(v2) & T_o_fun$(v4))) & ! [v0: % 114.88/16.22 T_f_o_m_unit_Interpretation_ext$] : ! [v1: F_m_fun$] : ( ~ (iFunctions$(v0) % 114.88/16.22 = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.22 T_f_unit_Signature_ext$] : ? [v3: O_m_unit_Category_ext$] : ? [v4: % 114.88/16.22 T_o_fun$] : ? [v5: Unit$] : (interpretation_ext$(v2, v3, v4, v1, v5) = v0 % 114.88/16.22 & more$(v0) = v5 & iCategory$(v0) = v3 & iTypes$(v0) = v4 & % 114.88/16.22 iSignature$(v0) = v2 & Unit$(v5) & O_m_unit_Category_ext$(v3) & % 114.88/16.22 T_f_unit_Signature_ext$(v2) & T_o_fun$(v4))) & ! [v0: % 114.88/16.22 T_f_o_m_unit_Interpretation_ext$] : ! [v1: O_m_unit_Category_ext$] : ( ~ % 114.88/16.22 (iCategory$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.22 T_f_unit_Signature_ext$] : ? [v3: T_o_fun$] : ? [v4: F_m_fun$] : ? [v5: % 114.88/16.22 Unit$] : (interpretation_ext$(v2, v1, v3, v4, v5) = v0 & more$(v0) = v5 & % 114.88/16.22 iFunctions$(v0) = v4 & iTypes$(v0) = v3 & iSignature$(v0) = v2 & % 114.88/16.22 F_m_fun$(v4) & Unit$(v5) & T_f_unit_Signature_ext$(v2) & T_o_fun$(v3))) & % 114.88/16.22 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T_o_fun$] : ( ~ % 114.88/16.22 (iTypes$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.22 T_f_unit_Signature_ext$] : ? [v3: O_m_unit_Category_ext$] : ? [v4: % 114.88/16.22 F_m_fun$] : ? [v5: Unit$] : (interpretation_ext$(v2, v3, v1, v4, v5) = v0 % 114.88/16.22 & more$(v0) = v5 & iFunctions$(v0) = v4 & iCategory$(v0) = v3 & % 114.88/16.22 iSignature$(v0) = v2 & F_m_fun$(v4) & Unit$(v5) & % 114.88/16.22 O_m_unit_Category_ext$(v3) & T_f_unit_Signature_ext$(v2))) & ! [v0: % 114.88/16.22 T_f_o_m_unit_Interpretation_ext$] : ! [v1: T_f_unit_Signature_ext$] : ( ~ % 114.88/16.22 (iSignature$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 114.88/16.22 O_m_unit_Category_ext$] : ? [v3: T_o_fun$] : ? [v4: F_m_fun$] : ? [v5: % 114.88/16.22 Unit$] : (interpretation_ext$(v1, v2, v3, v4, v5) = v0 & more$(v0) = v5 & % 114.88/16.22 iFunctions$(v0) = v4 & iCategory$(v0) = v2 & iTypes$(v0) = v3 & % 114.88/16.22 F_m_fun$(v4) & Unit$(v5) & O_m_unit_Category_ext$(v2) & T_o_fun$(v3))) % 114.88/16.22 % 114.88/16.22 (axiom185) % 114.88/16.22 ! [v0: O_m_unit_Category_ext$] : ! [v1: M$] : ! [v2: O$] : ! [v3: % 114.88/16.22 O_o_bool_fun_fun$] : ! [v4: O_bool_fun$] : ( ~ (mapsTo$(v0, v1) = v3) | ~ % 114.88/16.22 (fun_app$r(v3, v2) = v4) | ~ O_m_unit_Category_ext$(v0) | ~ O$(v2) | ~ % 114.88/16.22 M$(v1) | ? [v5: any] : ? [v6: any] : ? [v7: M_m_bool_fun_fun$] : ? [v8: % 114.88/16.22 M_m_m_fun_fun$] : ? [v9: O_m_fun$] : ? [v10: M$] : ? [v11: M$] : ? % 114.88/16.22 [v12: M_bool_fun$] : ? [v13: int] : ? [v14: M_m_fun$] : ? [v15: M$] : % 114.88/16.22 (id$(v0) = v9 & category$(v0) = v5 & fun_app$af(v9, v2) = v10 & comp$(v0) = % 114.88/16.22 v8 & compDefined$(v0) = v7 & fun_app$f(v4, v2) = v6 & % 114.88/16.22 M_m_bool_fun_fun$(v7) & M$(v11) & M$(v10) & O_m_fun$(v9) & % 114.88/16.22 M_m_m_fun_fun$(v8) & ( ~ (v6 = 0) | ~ (v5 = 0) | v10 = v1 | (v13 = 0 & ~ % 114.88/16.22 (v15 = v11) & fun_app$v(v8, v11) = v14 & fun_app$u(v14, v1) = v15 & % 114.88/16.22 fun_app$s(v7, v11) = v12 & fun_app$g(v12, v1) = 0 & M_m_fun$(v14) & % 114.88/16.22 M_bool_fun$(v12) & M$(v15))))) % 114.88/16.22 % 114.88/16.22 (axiom227) % 115.58/16.34 ! [v0: O_m_unit_Category_ext$] : ! [v1: int] : (v1 = 0 | ~ % 115.58/16.34 (category_axioms$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 115.58/16.34 M_set$] : ? [v3: M_o_fun$] : ? [v4: O_set$] : ? [v5: M_o_fun$] : ? % 115.58/16.34 [v6: O_m_fun$] : ? [v7: M_m_m_fun_fun$] : ? [v8: M_m_bool_fun_fun$] : ? % 115.58/16.34 [v9: M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : ? [v13: O$] : ? % 115.58/16.34 [v14: O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: int] : ? [v17: % 115.58/16.34 O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] : ? [v20: % 115.58/16.34 M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.58/16.34 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.58/16.34 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.58/16.34 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.58/16.34 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.58/16.34 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.58/16.34 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.58/16.34 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.58/16.34 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.58/16.34 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.58/16.34 [v62: int] : ? [v63: O$] : ? [v64: int] : (mor$(v0) = v2 & dom$(v0) = v3 & % 115.58/16.34 cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = v4 & comp$(v0) = v7 & % 115.58/16.34 compDefined$(v0) = v8 & M_set$(v2) & M_o_fun$(v5) & M_o_fun$(v3) & % 115.58/16.34 O_set$(v4) & M_m_bool_fun_fun$(v8) & O$(v51) & O$(v13) & O$(v11) & O$(v10) % 115.58/16.34 & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & % 115.58/16.34 M$(v12) & M$(v9) & O_m_fun$(v6) & M_m_m_fun_fun$(v7) & ((v62 = 0 & ~ (v64 % 115.58/16.34 = 0) & fun_app$al(v3, v61) = v63 & member$f(v61, v2) = 0 & % 115.58/16.34 member$e(v63, v4) = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & % 115.58/16.34 fun_app$al(v5, v57) = v59 & member$f(v57, v2) = 0 & member$e(v59, v4) % 115.58/16.34 = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & fun_app$af(v6, v51) = v53 % 115.58/16.34 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, v51) = v55 & member$e(v51, % 115.58/16.34 v4) = 0 & fun_app$f(v55, v51) = v56 & O_o_bool_fun_fun$(v54) & % 115.58/16.34 O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ (v50 = v45) & % 115.58/16.34 fun_app$al(v3, v45) = v47 & fun_app$af(v6, v47) = v48 & fun_app$v(v7, % 115.58/16.34 v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, v2) = 0 & % 115.58/16.34 M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & ~ (v44 = % 115.58/16.34 v39) & fun_app$al(v5, v39) = v42 & fun_app$af(v6, v42) = v43 & % 115.58/16.34 fun_app$v(v7, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.58/16.34 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.58/16.34 v29 = 0 & ~ (v38 = v35) & fun_app$v(v7, v33) = v34 & fun_app$v(v7, % 115.58/16.34 v26) = v36 & fun_app$v(v7, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.58/16.34 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.58/16.34 v26) = v33 & fun_app$s(v8, v26) = v30 & fun_app$s(v8, v25) = v28 & % 115.58/16.34 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.58/16.34 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.58/16.34 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.58/16.34 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.58/16.34 v9) = v14 & fun_app$v(v7, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.58/16.34 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.58/16.34 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.58/16.34 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.58/16.34 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.58/16.34 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.58/16.34 O_m_unit_Category_ext$] : ! [v1: M_set$] : ( ~ (mor$(v0) = v1) | ~ % 115.58/16.34 O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? [v3: O_set$] : ? [v4: % 115.58/16.34 M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: % 115.58/16.34 M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: % 115.58/16.34 O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: % 115.58/16.34 O_bool_fun$] : ? [v16: int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: % 115.58/16.34 O_bool_fun$] : ? [v19: int] : ? [v20: M_m_fun$] : ? [v21: M$] : ? % 115.58/16.34 [v22: O_o_bool_fun_fun$] : ? [v23: O_bool_fun$] : ? [v24: int] : ? [v25: % 115.58/16.34 M$] : ? [v26: M$] : ? [v27: M$] : ? [v28: M_bool_fun$] : ? [v29: int] % 115.58/16.34 : ? [v30: M_bool_fun$] : ? [v31: int] : ? [v32: M_m_fun$] : ? [v33: M$] % 115.58/16.34 : ? [v34: M_m_fun$] : ? [v35: M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? % 115.58/16.34 [v38: M$] : ? [v39: M$] : ? [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] % 115.58/16.34 : ? [v43: M$] : ? [v44: M$] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] % 115.58/16.34 : ? [v48: M$] : ? [v49: M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: % 115.58/16.34 int] : ? [v53: M$] : ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] % 115.58/16.34 : ? [v56: int] : ? [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: % 115.58/16.34 int] : ? [v61: M$] : ? [v62: int] : ? [v63: O$] : ? [v64: int] : % 115.58/16.34 (category_axioms$(v0) = v8 & dom$(v0) = v2 & cod$(v0) = v4 & id$(v0) = v5 & % 115.58/16.34 obj$(v0) = v3 & comp$(v0) = v6 & compDefined$(v0) = v7 & M_o_fun$(v4) & % 115.58/16.34 M_o_fun$(v2) & O_set$(v3) & M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & % 115.58/16.34 O$(v11) & O$(v10) & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & % 115.58/16.34 M$(v26) & M$(v25) & M$(v12) & M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & % 115.58/16.34 (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & fun_app$al(v2, v61) = v63 & % 115.58/16.34 member$f(v61, v1) = 0 & member$e(v63, v3) = v64 & O$(v63)) | (v58 = 0 % 115.58/16.34 & ~ (v60 = 0) & fun_app$al(v4, v57) = v59 & member$f(v57, v1) = 0 & % 115.58/16.34 member$e(v59, v3) = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & % 115.58/16.34 fun_app$af(v5, v51) = v53 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, % 115.58/16.34 v51) = v55 & member$e(v51, v3) = 0 & fun_app$f(v55, v51) = v56 & % 115.58/16.34 O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ % 115.58/16.34 (v50 = v45) & fun_app$al(v2, v45) = v47 & fun_app$af(v5, v47) = v48 & % 115.58/16.34 fun_app$v(v6, v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, % 115.58/16.34 v1) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & % 115.58/16.34 ~ (v44 = v39) & fun_app$al(v4, v39) = v42 & fun_app$af(v5, v42) = v43 % 115.58/16.34 & fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.58/16.34 v1) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.58/16.34 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.58/16.34 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.58/16.34 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.58/16.34 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.58/16.34 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.58/16.34 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.58/16.34 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.58/16.34 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.58/16.34 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.58/16.34 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.58/16.34 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.58/16.34 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.58/16.34 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.58/16.34 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.58/16.34 O_m_unit_Category_ext$] : ! [v1: M_set$] : ( ~ (mor$(v0) = v1) | ~ % 115.58/16.34 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_o_fun$] : ? [v4: % 115.58/16.34 O_set$] : ? [v5: M_o_fun$] : ? [v6: O_m_fun$] : ? [v7: M_m_m_fun_fun$] % 115.58/16.34 : ? [v8: M_m_bool_fun_fun$] : (category_axioms$(v0) = v2 & dom$(v0) = v3 & % 115.58/16.34 cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = v4 & comp$(v0) = v7 & % 115.58/16.34 compDefined$(v0) = v8 & M_o_fun$(v5) & M_o_fun$(v3) & O_set$(v4) & % 115.58/16.34 M_m_bool_fun_fun$(v8) & O_m_fun$(v6) & M_m_m_fun_fun$(v7) & ( ~ (v2 = 0) | % 115.58/16.34 ( ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] % 115.58/16.34 : ! [v14: O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.34 M_m_fun$] : ! [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: % 115.58/16.34 O_bool_fun$] : ! [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = % 115.58/16.34 v18) | ~ (mapsTo$(v0, v12) = v14) | ~ (fun_app$v(v7, v9) = v16) % 115.58/16.34 | ~ (fun_app$u(v16, v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | % 115.58/16.34 ~ (fun_app$r(v14, v11) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.34 (fun_app$f(v15, v13) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.34 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.34 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v9) = % 115.58/16.34 v21 & fun_app$r(v21, v10) = v22 & fun_app$f(v22, v11) = v23 & % 115.58/16.34 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.34 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.34 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: M_m_fun$] : ! % 115.58/16.34 [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! % 115.58/16.34 [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, % 115.58/16.34 v9) = v14) | ~ (fun_app$v(v7, v9) = v16) | ~ (fun_app$u(v16, % 115.58/16.34 v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | ~ % 115.58/16.34 (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.34 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.34 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.34 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v12) = % 115.58/16.34 v21 & fun_app$r(v21, v11) = v22 & fun_app$f(v22, v13) = v23 & % 115.58/16.34 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.34 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.34 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.34 O_o_bool_fun_fun$] : ! [v17: O_bool_fun$] : ( ~ (mapsTo$(v0, v12) = % 115.58/16.34 v16) | ~ (mapsTo$(v0, v9) = v14) | ~ (fun_app$r(v16, v11) = v17) % 115.58/16.34 | ~ (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v17, v13) = 0) | ~ % 115.58/16.34 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.34 ~ M$(v12) | ~ M$(v9) | ? [v18: M_m_fun$] : ? [v19: M$] : ? [v20: % 115.58/16.34 O_o_bool_fun_fun$] : ? [v21: O_bool_fun$] : (mapsTo$(v0, v19) = % 115.58/16.34 v20 & fun_app$v(v7, v9) = v18 & fun_app$u(v18, v12) = v19 & % 115.58/16.34 fun_app$r(v20, v10) = v21 & fun_app$f(v21, v13) = 0 & % 115.58/16.34 M_m_fun$(v18) & O_o_bool_fun_fun$(v20) & O_bool_fun$(v21) & % 115.58/16.35 M$(v19))) & ! [v9: M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: % 115.58/16.35 M_m_fun$] : ! [v13: M$] : ! [v14: M_m_fun$] : ! [v15: M$] : ( ~ % 115.58/16.35 (fun_app$v(v7, v13) = v14) | ~ (fun_app$v(v7, v9) = v12) | ~ % 115.58/16.35 (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = v13) | ~ % 115.58/16.35 M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: % 115.58/16.35 any] : ? [v18: M_bool_fun$] : ? [v19: any] : ? [v20: M_m_fun$] % 115.58/16.35 : ? [v21: M$] : ? [v22: M$] : (fun_app$v(v7, v10) = v20 & % 115.58/16.35 fun_app$u(v20, v11) = v21 & fun_app$u(v12, v21) = v22 & % 115.58/16.35 fun_app$s(v8, v10) = v18 & fun_app$s(v8, v9) = v16 & % 115.58/16.35 fun_app$g(v18, v11) = v19 & fun_app$g(v16, v10) = v17 & % 115.58/16.35 M_m_fun$(v20) & M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & % 115.58/16.35 M$(v21) & ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: % 115.58/16.35 M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 115.58/16.35 M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v7, v10) = % 115.58/16.35 v13) | ~ (fun_app$v(v7, v9) = v12) | ~ (fun_app$u(v13, v11) = % 115.58/16.35 v14) | ~ (fun_app$u(v12, v14) = v15) | ~ M$(v11) | ~ M$(v10) | % 115.58/16.35 ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: any] : ? [v18: % 115.58/16.35 M_bool_fun$] : ? [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : % 115.58/16.35 ? [v22: M$] : (fun_app$v(v7, v20) = v21 & fun_app$u(v21, v11) = v22 % 115.58/16.35 & fun_app$u(v12, v10) = v20 & fun_app$s(v8, v10) = v18 & % 115.58/16.35 fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 115.58/16.35 fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & M_bool_fun$(v18) & % 115.58/16.35 M_bool_fun$(v16) & M$(v22) & M$(v20) & ( ~ (v19 = 0) | ~ (v17 = % 115.58/16.35 0) | v22 = v15))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v5, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M_m_fun$] : ? [v13: M$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v13 & fun_app$v(v7, v9) = v12 & fun_app$u(v12, v13) = v14 & % 115.58/16.35 member$f(v9, v1) = v11 & M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v5, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v1) = v11 & member$e(v10, v4) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v3, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M$] : ? [v13: M_m_fun$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v12 & fun_app$v(v7, v12) = v13 & fun_app$u(v13, v9) = v14 & % 115.58/16.35 member$f(v9, v1) = v11 & M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v3, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v1) = v11 & member$e(v10, v4) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 115.58/16.35 (fun_app$af(v6, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: any] : % 115.58/16.35 (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 & member$e(v9, % 115.58/16.35 v4) = v11 & fun_app$f(v13, v9) = v14 & O_o_bool_fun_fun$(v12) & % 115.58/16.35 O_bool_fun$(v13) & ( ~ (v11 = 0) | v14 = 0))) & ! [v9: M$] : ! % 115.58/16.35 [v10: M_m_fun$] : ( ~ (fun_app$v(v7, v9) = v10) | ~ M$(v9) | ? [v11: % 115.58/16.35 any] : ? [v12: O$] : ? [v13: M$] : ? [v14: M$] : % 115.58/16.35 (fun_app$al(v5, v9) = v12 & fun_app$af(v6, v12) = v13 & % 115.58/16.35 fun_app$u(v10, v13) = v14 & member$f(v9, v1) = v11 & O$(v12) & % 115.58/16.35 M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v1) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : ? [v11: % 115.58/16.35 O$] : ? [v12: M$] : (fun_app$al(v5, v9) = v11 & fun_app$af(v6, % 115.58/16.35 v11) = v12 & fun_app$v(v7, v9) = v10 & fun_app$u(v10, v12) = v9 % 115.58/16.35 & M_m_fun$(v10) & O$(v11) & M$(v12))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v1) = 0) | ~ M$(v9) | ? [v10: O$] : ? [v11: M$] : % 115.58/16.35 ? [v12: M_m_fun$] : (fun_app$al(v3, v9) = v10 & fun_app$af(v6, v10) % 115.58/16.35 = v11 & fun_app$v(v7, v11) = v12 & fun_app$u(v12, v9) = v9 & % 115.58/16.35 M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v1) = 0) | ~ M$(v9) | ? [v10: O$] : (fun_app$al(v5, % 115.58/16.35 v9) = v10 & member$e(v10, v4) = 0 & O$(v10))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v1) = 0) | ~ M$(v9) | ? [v10: O$] : % 115.58/16.35 (fun_app$al(v3, v9) = v10 & member$e(v10, v4) = 0 & O$(v10))) & ! % 115.58/16.35 [v9: O$] : ( ~ (member$e(v9, v4) = 0) | ~ O$(v9) | ? [v10: M$] : ? % 115.58/16.35 [v11: O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : (fun_app$af(v6, % 115.58/16.35 v9) = v10 & mapsTo$(v0, v10) = v11 & fun_app$r(v11, v9) = v12 & % 115.58/16.35 fun_app$f(v12, v9) = 0 & O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) % 115.58/16.35 & M$(v10))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.58/16.35 M_o_fun$] : ( ~ (dom$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 115.58/16.35 M_set$] : ? [v3: O_set$] : ? [v4: M_o_fun$] : ? [v5: O_m_fun$] : ? % 115.58/16.35 [v6: M_m_m_fun_fun$] : ? [v7: M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: % 115.58/16.35 M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: int] : ? [v17: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] : ? [v20: % 115.58/16.35 M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.58/16.35 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.58/16.35 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.58/16.35 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.58/16.35 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.58/16.35 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.58/16.35 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.58/16.35 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.58/16.35 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.58/16.35 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.58/16.35 [v62: int] : ? [v63: O$] : ? [v64: int] : (category_axioms$(v0) = v8 & % 115.58/16.35 mor$(v0) = v2 & cod$(v0) = v4 & id$(v0) = v5 & obj$(v0) = v3 & comp$(v0) = % 115.58/16.35 v6 & compDefined$(v0) = v7 & M_set$(v2) & M_o_fun$(v4) & O_set$(v3) & % 115.58/16.35 M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & O$(v11) & O$(v10) & M$(v61) & % 115.58/16.35 M$(v57) & M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & M$(v12) & % 115.58/16.35 M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & (v8 = 0 | (v62 = 0 & ~ (v64 % 115.58/16.35 = 0) & fun_app$al(v1, v61) = v63 & member$f(v61, v2) = 0 & % 115.58/16.35 member$e(v63, v3) = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & % 115.58/16.35 fun_app$al(v4, v57) = v59 & member$f(v57, v2) = 0 & member$e(v59, v3) % 115.58/16.35 = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & fun_app$af(v5, v51) = v53 % 115.58/16.35 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, v51) = v55 & member$e(v51, % 115.58/16.35 v3) = 0 & fun_app$f(v55, v51) = v56 & O_o_bool_fun_fun$(v54) & % 115.58/16.35 O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ (v50 = v45) & % 115.58/16.35 fun_app$al(v1, v45) = v47 & fun_app$af(v5, v47) = v48 & fun_app$v(v6, % 115.58/16.35 v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, v2) = 0 & % 115.58/16.35 M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & ~ (v44 = % 115.58/16.35 v39) & fun_app$al(v4, v39) = v42 & fun_app$af(v5, v42) = v43 & % 115.58/16.35 fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.58/16.35 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.58/16.35 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.58/16.35 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.58/16.35 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.58/16.35 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.58/16.35 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.58/16.35 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.58/16.35 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.58/16.35 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.58/16.35 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.58/16.35 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.58/16.35 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.58/16.35 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.58/16.35 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.58/16.35 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.58/16.35 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (dom$(v0) = v1) | ~ % 115.58/16.35 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_set$] : ? [v4: % 115.58/16.35 O_set$] : ? [v5: M_o_fun$] : ? [v6: O_m_fun$] : ? [v7: M_m_m_fun_fun$] % 115.58/16.35 : ? [v8: M_m_bool_fun_fun$] : (category_axioms$(v0) = v2 & mor$(v0) = v3 & % 115.58/16.35 cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = v4 & comp$(v0) = v7 & % 115.58/16.35 compDefined$(v0) = v8 & M_set$(v3) & M_o_fun$(v5) & O_set$(v4) & % 115.58/16.35 M_m_bool_fun_fun$(v8) & O_m_fun$(v6) & M_m_m_fun_fun$(v7) & ( ~ (v2 = 0) | % 115.58/16.35 ( ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] % 115.58/16.35 : ! [v14: O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 M_m_fun$] : ! [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: % 115.58/16.35 O_bool_fun$] : ! [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = % 115.58/16.35 v18) | ~ (mapsTo$(v0, v12) = v14) | ~ (fun_app$v(v7, v9) = v16) % 115.58/16.35 | ~ (fun_app$u(v16, v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | % 115.58/16.35 ~ (fun_app$r(v14, v11) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v13) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v9) = % 115.58/16.35 v21 & fun_app$r(v21, v10) = v22 & fun_app$f(v22, v11) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: M_m_fun$] : ! % 115.58/16.35 [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! % 115.58/16.35 [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, % 115.58/16.35 v9) = v14) | ~ (fun_app$v(v7, v9) = v16) | ~ (fun_app$u(v16, % 115.58/16.35 v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | ~ % 115.58/16.35 (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v12) = % 115.58/16.35 v21 & fun_app$r(v21, v11) = v22 & fun_app$f(v22, v13) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v17: O_bool_fun$] : ( ~ (mapsTo$(v0, v12) = % 115.58/16.35 v16) | ~ (mapsTo$(v0, v9) = v14) | ~ (fun_app$r(v16, v11) = v17) % 115.58/16.35 | ~ (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v17, v13) = 0) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v18: M_m_fun$] : ? [v19: M$] : ? [v20: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v21: O_bool_fun$] : (mapsTo$(v0, v19) = % 115.58/16.35 v20 & fun_app$v(v7, v9) = v18 & fun_app$u(v18, v12) = v19 & % 115.58/16.35 fun_app$r(v20, v10) = v21 & fun_app$f(v21, v13) = 0 & % 115.58/16.35 M_m_fun$(v18) & O_o_bool_fun_fun$(v20) & O_bool_fun$(v21) & % 115.58/16.35 M$(v19))) & ! [v9: M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: % 115.58/16.35 M_m_fun$] : ! [v13: M$] : ! [v14: M_m_fun$] : ! [v15: M$] : ( ~ % 115.58/16.35 (fun_app$v(v7, v13) = v14) | ~ (fun_app$v(v7, v9) = v12) | ~ % 115.58/16.35 (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = v13) | ~ % 115.58/16.35 M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: % 115.58/16.35 any] : ? [v18: M_bool_fun$] : ? [v19: any] : ? [v20: M_m_fun$] % 115.58/16.35 : ? [v21: M$] : ? [v22: M$] : (fun_app$v(v7, v10) = v20 & % 115.58/16.35 fun_app$u(v20, v11) = v21 & fun_app$u(v12, v21) = v22 & % 115.58/16.35 fun_app$s(v8, v10) = v18 & fun_app$s(v8, v9) = v16 & % 115.58/16.35 fun_app$g(v18, v11) = v19 & fun_app$g(v16, v10) = v17 & % 115.58/16.35 M_m_fun$(v20) & M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & % 115.58/16.35 M$(v21) & ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: % 115.58/16.35 M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 115.58/16.35 M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v7, v10) = % 115.58/16.35 v13) | ~ (fun_app$v(v7, v9) = v12) | ~ (fun_app$u(v13, v11) = % 115.58/16.35 v14) | ~ (fun_app$u(v12, v14) = v15) | ~ M$(v11) | ~ M$(v10) | % 115.58/16.35 ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: any] : ? [v18: % 115.58/16.35 M_bool_fun$] : ? [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : % 115.58/16.35 ? [v22: M$] : (fun_app$v(v7, v20) = v21 & fun_app$u(v21, v11) = v22 % 115.58/16.35 & fun_app$u(v12, v10) = v20 & fun_app$s(v8, v10) = v18 & % 115.58/16.35 fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 115.58/16.35 fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & M_bool_fun$(v18) & % 115.58/16.35 M_bool_fun$(v16) & M$(v22) & M$(v20) & ( ~ (v19 = 0) | ~ (v17 = % 115.58/16.35 0) | v22 = v15))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v5, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M_m_fun$] : ? [v13: M$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v13 & fun_app$v(v7, v9) = v12 & fun_app$u(v12, v13) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v5, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v4) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v1, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M$] : ? [v13: M_m_fun$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v12 & fun_app$v(v7, v12) = v13 & fun_app$u(v13, v9) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v1, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v4) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 115.58/16.35 (fun_app$af(v6, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: any] : % 115.58/16.35 (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 & member$e(v9, % 115.58/16.35 v4) = v11 & fun_app$f(v13, v9) = v14 & O_o_bool_fun_fun$(v12) & % 115.58/16.35 O_bool_fun$(v13) & ( ~ (v11 = 0) | v14 = 0))) & ! [v9: M$] : ! % 115.58/16.35 [v10: M_m_fun$] : ( ~ (fun_app$v(v7, v9) = v10) | ~ M$(v9) | ? [v11: % 115.58/16.35 any] : ? [v12: O$] : ? [v13: M$] : ? [v14: M$] : % 115.58/16.35 (fun_app$al(v5, v9) = v12 & fun_app$af(v6, v12) = v13 & % 115.58/16.35 fun_app$u(v10, v13) = v14 & member$f(v9, v3) = v11 & O$(v12) & % 115.58/16.35 M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : ? [v11: % 115.58/16.35 O$] : ? [v12: M$] : (fun_app$al(v5, v9) = v11 & fun_app$af(v6, % 115.58/16.35 v11) = v12 & fun_app$v(v7, v9) = v10 & fun_app$u(v10, v12) = v9 % 115.58/16.35 & M_m_fun$(v10) & O$(v11) & M$(v12))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : ? [v11: M$] : % 115.58/16.35 ? [v12: M_m_fun$] : (fun_app$al(v1, v9) = v10 & fun_app$af(v6, v10) % 115.58/16.35 = v11 & fun_app$v(v7, v11) = v12 & fun_app$u(v12, v9) = v9 & % 115.58/16.35 M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : (fun_app$al(v5, % 115.58/16.35 v9) = v10 & member$e(v10, v4) = 0 & O$(v10))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : % 115.58/16.35 (fun_app$al(v1, v9) = v10 & member$e(v10, v4) = 0 & O$(v10))) & ! % 115.58/16.35 [v9: O$] : ( ~ (member$e(v9, v4) = 0) | ~ O$(v9) | ? [v10: M$] : ? % 115.58/16.35 [v11: O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : (fun_app$af(v6, % 115.58/16.35 v9) = v10 & mapsTo$(v0, v10) = v11 & fun_app$r(v11, v9) = v12 & % 115.58/16.35 fun_app$f(v12, v9) = 0 & O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) % 115.58/16.35 & M$(v10))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.58/16.35 M_o_fun$] : ( ~ (cod$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 115.58/16.35 M_set$] : ? [v3: M_o_fun$] : ? [v4: O_set$] : ? [v5: O_m_fun$] : ? % 115.58/16.35 [v6: M_m_m_fun_fun$] : ? [v7: M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: % 115.58/16.35 M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: int] : ? [v17: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] : ? [v20: % 115.58/16.35 M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.58/16.35 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.58/16.35 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.58/16.35 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.58/16.35 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.58/16.35 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.58/16.35 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.58/16.35 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.58/16.35 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.58/16.35 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.58/16.35 [v62: int] : ? [v63: O$] : ? [v64: int] : (category_axioms$(v0) = v8 & % 115.58/16.35 mor$(v0) = v2 & dom$(v0) = v3 & id$(v0) = v5 & obj$(v0) = v4 & comp$(v0) = % 115.58/16.35 v6 & compDefined$(v0) = v7 & M_set$(v2) & M_o_fun$(v3) & O_set$(v4) & % 115.58/16.35 M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & O$(v11) & O$(v10) & M$(v61) & % 115.58/16.35 M$(v57) & M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & M$(v12) & % 115.58/16.35 M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & (v8 = 0 | (v62 = 0 & ~ (v64 % 115.58/16.35 = 0) & fun_app$al(v3, v61) = v63 & member$f(v61, v2) = 0 & % 115.58/16.35 member$e(v63, v4) = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & % 115.58/16.35 fun_app$al(v1, v57) = v59 & member$f(v57, v2) = 0 & member$e(v59, v4) % 115.58/16.35 = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & fun_app$af(v5, v51) = v53 % 115.58/16.35 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, v51) = v55 & member$e(v51, % 115.58/16.35 v4) = 0 & fun_app$f(v55, v51) = v56 & O_o_bool_fun_fun$(v54) & % 115.58/16.35 O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ (v50 = v45) & % 115.58/16.35 fun_app$al(v3, v45) = v47 & fun_app$af(v5, v47) = v48 & fun_app$v(v6, % 115.58/16.35 v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, v2) = 0 & % 115.58/16.35 M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & ~ (v44 = % 115.58/16.35 v39) & fun_app$al(v1, v39) = v42 & fun_app$af(v5, v42) = v43 & % 115.58/16.35 fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.58/16.35 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.58/16.35 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.58/16.35 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.58/16.35 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.58/16.35 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.58/16.35 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.58/16.35 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.58/16.35 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.58/16.35 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.58/16.35 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.58/16.35 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.58/16.35 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.58/16.35 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.58/16.35 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.58/16.35 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.58/16.35 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (cod$(v0) = v1) | ~ % 115.58/16.35 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_set$] : ? [v4: % 115.58/16.35 M_o_fun$] : ? [v5: O_set$] : ? [v6: O_m_fun$] : ? [v7: M_m_m_fun_fun$] % 115.58/16.35 : ? [v8: M_m_bool_fun_fun$] : (category_axioms$(v0) = v2 & mor$(v0) = v3 & % 115.58/16.35 dom$(v0) = v4 & id$(v0) = v6 & obj$(v0) = v5 & comp$(v0) = v7 & % 115.58/16.35 compDefined$(v0) = v8 & M_set$(v3) & M_o_fun$(v4) & O_set$(v5) & % 115.58/16.35 M_m_bool_fun_fun$(v8) & O_m_fun$(v6) & M_m_m_fun_fun$(v7) & ( ~ (v2 = 0) | % 115.58/16.35 ( ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] % 115.58/16.35 : ! [v14: O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 M_m_fun$] : ! [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: % 115.58/16.35 O_bool_fun$] : ! [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = % 115.58/16.35 v18) | ~ (mapsTo$(v0, v12) = v14) | ~ (fun_app$v(v7, v9) = v16) % 115.58/16.35 | ~ (fun_app$u(v16, v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | % 115.58/16.35 ~ (fun_app$r(v14, v11) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v13) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v9) = % 115.58/16.35 v21 & fun_app$r(v21, v10) = v22 & fun_app$f(v22, v11) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: M_m_fun$] : ! % 115.58/16.35 [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! % 115.58/16.35 [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, % 115.58/16.35 v9) = v14) | ~ (fun_app$v(v7, v9) = v16) | ~ (fun_app$u(v16, % 115.58/16.35 v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | ~ % 115.58/16.35 (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v12) = % 115.58/16.35 v21 & fun_app$r(v21, v11) = v22 & fun_app$f(v22, v13) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v17: O_bool_fun$] : ( ~ (mapsTo$(v0, v12) = % 115.58/16.35 v16) | ~ (mapsTo$(v0, v9) = v14) | ~ (fun_app$r(v16, v11) = v17) % 115.58/16.35 | ~ (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v17, v13) = 0) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v18: M_m_fun$] : ? [v19: M$] : ? [v20: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v21: O_bool_fun$] : (mapsTo$(v0, v19) = % 115.58/16.35 v20 & fun_app$v(v7, v9) = v18 & fun_app$u(v18, v12) = v19 & % 115.58/16.35 fun_app$r(v20, v10) = v21 & fun_app$f(v21, v13) = 0 & % 115.58/16.35 M_m_fun$(v18) & O_o_bool_fun_fun$(v20) & O_bool_fun$(v21) & % 115.58/16.35 M$(v19))) & ! [v9: M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: % 115.58/16.35 M_m_fun$] : ! [v13: M$] : ! [v14: M_m_fun$] : ! [v15: M$] : ( ~ % 115.58/16.35 (fun_app$v(v7, v13) = v14) | ~ (fun_app$v(v7, v9) = v12) | ~ % 115.58/16.35 (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = v13) | ~ % 115.58/16.35 M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: % 115.58/16.35 any] : ? [v18: M_bool_fun$] : ? [v19: any] : ? [v20: M_m_fun$] % 115.58/16.35 : ? [v21: M$] : ? [v22: M$] : (fun_app$v(v7, v10) = v20 & % 115.58/16.35 fun_app$u(v20, v11) = v21 & fun_app$u(v12, v21) = v22 & % 115.58/16.35 fun_app$s(v8, v10) = v18 & fun_app$s(v8, v9) = v16 & % 115.58/16.35 fun_app$g(v18, v11) = v19 & fun_app$g(v16, v10) = v17 & % 115.58/16.35 M_m_fun$(v20) & M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & % 115.58/16.35 M$(v21) & ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: % 115.58/16.35 M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 115.58/16.35 M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v7, v10) = % 115.58/16.35 v13) | ~ (fun_app$v(v7, v9) = v12) | ~ (fun_app$u(v13, v11) = % 115.58/16.35 v14) | ~ (fun_app$u(v12, v14) = v15) | ~ M$(v11) | ~ M$(v10) | % 115.58/16.35 ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: any] : ? [v18: % 115.58/16.35 M_bool_fun$] : ? [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : % 115.58/16.35 ? [v22: M$] : (fun_app$v(v7, v20) = v21 & fun_app$u(v21, v11) = v22 % 115.58/16.35 & fun_app$u(v12, v10) = v20 & fun_app$s(v8, v10) = v18 & % 115.58/16.35 fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 115.58/16.35 fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & M_bool_fun$(v18) & % 115.58/16.35 M_bool_fun$(v16) & M$(v22) & M$(v20) & ( ~ (v19 = 0) | ~ (v17 = % 115.58/16.35 0) | v22 = v15))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M$] : ? [v13: M_m_fun$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v12 & fun_app$v(v7, v12) = v13 & fun_app$u(v13, v9) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v1, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M_m_fun$] : ? [v13: M$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v13 & fun_app$v(v7, v9) = v12 & fun_app$u(v12, v13) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v1, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 115.58/16.35 (fun_app$af(v6, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: any] : % 115.58/16.35 (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 & member$e(v9, % 115.58/16.35 v5) = v11 & fun_app$f(v13, v9) = v14 & O_o_bool_fun_fun$(v12) & % 115.58/16.35 O_bool_fun$(v13) & ( ~ (v11 = 0) | v14 = 0))) & ! [v9: M$] : ! % 115.58/16.35 [v10: M_m_fun$] : ( ~ (fun_app$v(v7, v9) = v10) | ~ M$(v9) | ? [v11: % 115.58/16.35 any] : ? [v12: O$] : ? [v13: M$] : ? [v14: M$] : % 115.58/16.35 (fun_app$al(v1, v9) = v12 & fun_app$af(v6, v12) = v13 & % 115.58/16.35 fun_app$u(v10, v13) = v14 & member$f(v9, v3) = v11 & O$(v12) & % 115.58/16.35 M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : ? [v11: M$] : % 115.58/16.35 ? [v12: M_m_fun$] : (fun_app$al(v4, v9) = v10 & fun_app$af(v6, v10) % 115.58/16.35 = v11 & fun_app$v(v7, v11) = v12 & fun_app$u(v12, v9) = v9 & % 115.58/16.35 M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : ? [v11: % 115.58/16.35 O$] : ? [v12: M$] : (fun_app$al(v1, v9) = v11 & fun_app$af(v6, % 115.58/16.35 v11) = v12 & fun_app$v(v7, v9) = v10 & fun_app$u(v10, v12) = v9 % 115.58/16.35 & M_m_fun$(v10) & O$(v11) & M$(v12))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : (fun_app$al(v4, % 115.58/16.35 v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : % 115.58/16.35 (fun_app$al(v1, v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! % 115.58/16.35 [v9: O$] : ( ~ (member$e(v9, v5) = 0) | ~ O$(v9) | ? [v10: M$] : ? % 115.58/16.35 [v11: O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : (fun_app$af(v6, % 115.58/16.35 v9) = v10 & mapsTo$(v0, v10) = v11 & fun_app$r(v11, v9) = v12 & % 115.58/16.35 fun_app$f(v12, v9) = 0 & O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) % 115.58/16.35 & M$(v10))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.58/16.35 O_m_fun$] : ( ~ (id$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 115.58/16.35 M_set$] : ? [v3: M_o_fun$] : ? [v4: O_set$] : ? [v5: M_o_fun$] : ? % 115.58/16.35 [v6: M_m_m_fun_fun$] : ? [v7: M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: % 115.58/16.35 M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: int] : ? [v17: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] : ? [v20: % 115.58/16.35 M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.58/16.35 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.58/16.35 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.58/16.35 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.58/16.35 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.58/16.35 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.58/16.35 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.58/16.35 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.58/16.35 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.58/16.35 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.58/16.35 [v62: int] : ? [v63: O$] : ? [v64: int] : (category_axioms$(v0) = v8 & % 115.58/16.35 mor$(v0) = v2 & dom$(v0) = v3 & cod$(v0) = v5 & obj$(v0) = v4 & comp$(v0) % 115.58/16.35 = v6 & compDefined$(v0) = v7 & M_set$(v2) & M_o_fun$(v5) & M_o_fun$(v3) & % 115.58/16.35 O_set$(v4) & M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & O$(v11) & O$(v10) % 115.58/16.35 & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & % 115.58/16.35 M$(v12) & M$(v9) & M_m_m_fun_fun$(v6) & (v8 = 0 | (v62 = 0 & ~ (v64 = 0) % 115.58/16.35 & fun_app$al(v3, v61) = v63 & member$f(v61, v2) = 0 & member$e(v63, % 115.58/16.35 v4) = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & fun_app$al(v5, v57) % 115.58/16.35 = v59 & member$f(v57, v2) = 0 & member$e(v59, v4) = v60 & O$(v59)) | % 115.58/16.35 (v52 = 0 & ~ (v56 = 0) & fun_app$af(v1, v51) = v53 & mapsTo$(v0, v53) = % 115.58/16.35 v54 & fun_app$r(v54, v51) = v55 & member$e(v51, v4) = 0 & % 115.58/16.35 fun_app$f(v55, v51) = v56 & O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) % 115.58/16.35 & M$(v53)) | (v46 = 0 & ~ (v50 = v45) & fun_app$al(v3, v45) = v47 & % 115.58/16.35 fun_app$af(v1, v47) = v48 & fun_app$v(v6, v48) = v49 & fun_app$u(v49, % 115.58/16.35 v45) = v50 & member$f(v45, v2) = 0 & M_m_fun$(v49) & O$(v47) & % 115.58/16.35 M$(v50) & M$(v48)) | (v40 = 0 & ~ (v44 = v39) & fun_app$al(v5, v39) = % 115.58/16.35 v42 & fun_app$af(v1, v42) = v43 & fun_app$v(v6, v39) = v41 & % 115.58/16.35 fun_app$u(v41, v43) = v44 & member$f(v39, v2) = 0 & M_m_fun$(v41) & % 115.58/16.35 O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & v29 = 0 & ~ (v38 = v35) & % 115.58/16.35 fun_app$v(v6, v33) = v34 & fun_app$v(v6, v26) = v36 & fun_app$v(v6, % 115.58/16.35 v25) = v32 & fun_app$u(v36, v27) = v37 & fun_app$u(v34, v27) = v35 & % 115.58/16.35 fun_app$u(v32, v37) = v38 & fun_app$u(v32, v26) = v33 & fun_app$s(v7, % 115.58/16.35 v26) = v30 & fun_app$s(v7, v25) = v28 & fun_app$g(v30, v27) = 0 & % 115.58/16.35 fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & M_m_fun$(v34) & % 115.58/16.35 M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & M$(v38) & % 115.58/16.35 M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 = 0) & % 115.58/16.35 mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, v9) = % 115.58/16.35 v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.58/16.35 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.58/16.35 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.58/16.35 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.58/16.35 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.58/16.35 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.58/16.35 O_m_unit_Category_ext$] : ! [v1: O_m_fun$] : ( ~ (id$(v0) = v1) | ~ % 115.58/16.35 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_set$] : ? [v4: % 115.58/16.35 M_o_fun$] : ? [v5: O_set$] : ? [v6: M_o_fun$] : ? [v7: M_m_m_fun_fun$] % 115.58/16.35 : ? [v8: M_m_bool_fun_fun$] : (category_axioms$(v0) = v2 & mor$(v0) = v3 & % 115.58/16.35 dom$(v0) = v4 & cod$(v0) = v6 & obj$(v0) = v5 & comp$(v0) = v7 & % 115.58/16.35 compDefined$(v0) = v8 & M_set$(v3) & M_o_fun$(v6) & M_o_fun$(v4) & % 115.58/16.35 O_set$(v5) & M_m_bool_fun_fun$(v8) & M_m_m_fun_fun$(v7) & ( ~ (v2 = 0) | ( % 115.58/16.35 ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] % 115.58/16.35 : ! [v14: O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 M_m_fun$] : ! [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: % 115.58/16.35 O_bool_fun$] : ! [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = % 115.58/16.35 v18) | ~ (mapsTo$(v0, v12) = v14) | ~ (fun_app$v(v7, v9) = v16) % 115.58/16.35 | ~ (fun_app$u(v16, v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | % 115.58/16.35 ~ (fun_app$r(v14, v11) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v13) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v9) = % 115.58/16.35 v21 & fun_app$r(v21, v10) = v22 & fun_app$f(v22, v11) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: M_m_fun$] : ! % 115.58/16.35 [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! % 115.58/16.35 [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, % 115.58/16.35 v9) = v14) | ~ (fun_app$v(v7, v9) = v16) | ~ (fun_app$u(v16, % 115.58/16.35 v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | ~ % 115.58/16.35 (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v12) = % 115.58/16.35 v21 & fun_app$r(v21, v11) = v22 & fun_app$f(v22, v13) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v17: O_bool_fun$] : ( ~ (mapsTo$(v0, v12) = % 115.58/16.35 v16) | ~ (mapsTo$(v0, v9) = v14) | ~ (fun_app$r(v16, v11) = v17) % 115.58/16.35 | ~ (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v17, v13) = 0) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v18: M_m_fun$] : ? [v19: M$] : ? [v20: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v21: O_bool_fun$] : (mapsTo$(v0, v19) = % 115.58/16.35 v20 & fun_app$v(v7, v9) = v18 & fun_app$u(v18, v12) = v19 & % 115.58/16.35 fun_app$r(v20, v10) = v21 & fun_app$f(v21, v13) = 0 & % 115.58/16.35 M_m_fun$(v18) & O_o_bool_fun_fun$(v20) & O_bool_fun$(v21) & % 115.58/16.35 M$(v19))) & ! [v9: M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: % 115.58/16.35 M_m_fun$] : ! [v13: M$] : ! [v14: M_m_fun$] : ! [v15: M$] : ( ~ % 115.58/16.35 (fun_app$v(v7, v13) = v14) | ~ (fun_app$v(v7, v9) = v12) | ~ % 115.58/16.35 (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = v13) | ~ % 115.58/16.35 M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: % 115.58/16.35 any] : ? [v18: M_bool_fun$] : ? [v19: any] : ? [v20: M_m_fun$] % 115.58/16.35 : ? [v21: M$] : ? [v22: M$] : (fun_app$v(v7, v10) = v20 & % 115.58/16.35 fun_app$u(v20, v11) = v21 & fun_app$u(v12, v21) = v22 & % 115.58/16.35 fun_app$s(v8, v10) = v18 & fun_app$s(v8, v9) = v16 & % 115.58/16.35 fun_app$g(v18, v11) = v19 & fun_app$g(v16, v10) = v17 & % 115.58/16.35 M_m_fun$(v20) & M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & % 115.58/16.35 M$(v21) & ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: % 115.58/16.35 M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 115.58/16.35 M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v7, v10) = % 115.58/16.35 v13) | ~ (fun_app$v(v7, v9) = v12) | ~ (fun_app$u(v13, v11) = % 115.58/16.35 v14) | ~ (fun_app$u(v12, v14) = v15) | ~ M$(v11) | ~ M$(v10) | % 115.58/16.35 ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: any] : ? [v18: % 115.58/16.35 M_bool_fun$] : ? [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : % 115.58/16.35 ? [v22: M$] : (fun_app$v(v7, v20) = v21 & fun_app$u(v21, v11) = v22 % 115.58/16.35 & fun_app$u(v12, v10) = v20 & fun_app$s(v8, v10) = v18 & % 115.58/16.35 fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 115.58/16.35 fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & M_bool_fun$(v18) & % 115.58/16.35 M_bool_fun$(v16) & M$(v22) & M$(v20) & ( ~ (v19 = 0) | ~ (v17 = % 115.58/16.35 0) | v22 = v15))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v6, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M_m_fun$] : ? [v13: M$] : ? [v14: M$] : (fun_app$af(v1, v10) = % 115.58/16.35 v13 & fun_app$v(v7, v9) = v12 & fun_app$u(v12, v13) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v6, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M$] : ? [v13: M_m_fun$] : ? [v14: M$] : (fun_app$af(v1, v10) = % 115.58/16.35 v12 & fun_app$v(v7, v12) = v13 & fun_app$u(v13, v9) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 115.58/16.35 (fun_app$af(v1, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: any] : % 115.58/16.35 (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 & member$e(v9, % 115.58/16.35 v5) = v11 & fun_app$f(v13, v9) = v14 & O_o_bool_fun_fun$(v12) & % 115.58/16.35 O_bool_fun$(v13) & ( ~ (v11 = 0) | v14 = 0))) & ! [v9: M$] : ! % 115.58/16.35 [v10: M_m_fun$] : ( ~ (fun_app$v(v7, v9) = v10) | ~ M$(v9) | ? [v11: % 115.58/16.35 any] : ? [v12: O$] : ? [v13: M$] : ? [v14: M$] : % 115.58/16.35 (fun_app$al(v6, v9) = v12 & fun_app$af(v1, v12) = v13 & % 115.58/16.35 fun_app$u(v10, v13) = v14 & member$f(v9, v3) = v11 & O$(v12) & % 115.58/16.35 M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : ? [v11: % 115.58/16.35 O$] : ? [v12: M$] : (fun_app$al(v6, v9) = v11 & fun_app$af(v1, % 115.58/16.35 v11) = v12 & fun_app$v(v7, v9) = v10 & fun_app$u(v10, v12) = v9 % 115.58/16.35 & M_m_fun$(v10) & O$(v11) & M$(v12))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : ? [v11: M$] : % 115.58/16.35 ? [v12: M_m_fun$] : (fun_app$al(v4, v9) = v10 & fun_app$af(v1, v10) % 115.58/16.35 = v11 & fun_app$v(v7, v11) = v12 & fun_app$u(v12, v9) = v9 & % 115.58/16.35 M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : (fun_app$al(v6, % 115.58/16.35 v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : % 115.58/16.35 (fun_app$al(v4, v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! % 115.58/16.35 [v9: O$] : ( ~ (member$e(v9, v5) = 0) | ~ O$(v9) | ? [v10: M$] : ? % 115.58/16.35 [v11: O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : (fun_app$af(v1, % 115.58/16.35 v9) = v10 & mapsTo$(v0, v10) = v11 & fun_app$r(v11, v9) = v12 & % 115.58/16.35 fun_app$f(v12, v9) = 0 & O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) % 115.58/16.35 & M$(v10))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.58/16.35 O_set$] : ( ~ (obj$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 115.58/16.35 M_set$] : ? [v3: M_o_fun$] : ? [v4: M_o_fun$] : ? [v5: O_m_fun$] : ? % 115.58/16.35 [v6: M_m_m_fun_fun$] : ? [v7: M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: % 115.58/16.35 M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: int] : ? [v17: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] : ? [v20: % 115.58/16.35 M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.58/16.35 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.58/16.35 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.58/16.35 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.58/16.35 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.58/16.35 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.58/16.35 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.58/16.35 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.58/16.35 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.58/16.35 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.58/16.35 [v62: int] : ? [v63: O$] : ? [v64: int] : (category_axioms$(v0) = v8 & % 115.58/16.35 mor$(v0) = v2 & dom$(v0) = v3 & cod$(v0) = v4 & id$(v0) = v5 & comp$(v0) = % 115.58/16.35 v6 & compDefined$(v0) = v7 & M_set$(v2) & M_o_fun$(v4) & M_o_fun$(v3) & % 115.58/16.35 M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & O$(v11) & O$(v10) & M$(v61) & % 115.58/16.35 M$(v57) & M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & M$(v12) & % 115.58/16.35 M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & (v8 = 0 | (v62 = 0 & ~ (v64 % 115.58/16.35 = 0) & fun_app$al(v3, v61) = v63 & member$f(v61, v2) = 0 & % 115.58/16.35 member$e(v63, v1) = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & % 115.58/16.35 fun_app$al(v4, v57) = v59 & member$f(v57, v2) = 0 & member$e(v59, v1) % 115.58/16.35 = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & fun_app$af(v5, v51) = v53 % 115.58/16.35 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, v51) = v55 & member$e(v51, % 115.58/16.35 v1) = 0 & fun_app$f(v55, v51) = v56 & O_o_bool_fun_fun$(v54) & % 115.58/16.35 O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ (v50 = v45) & % 115.58/16.35 fun_app$al(v3, v45) = v47 & fun_app$af(v5, v47) = v48 & fun_app$v(v6, % 115.58/16.35 v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, v2) = 0 & % 115.58/16.35 M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & ~ (v44 = % 115.58/16.35 v39) & fun_app$al(v4, v39) = v42 & fun_app$af(v5, v42) = v43 & % 115.58/16.35 fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.58/16.35 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.58/16.35 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.58/16.35 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.58/16.35 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.58/16.35 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.58/16.35 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.58/16.35 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.58/16.35 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.58/16.35 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.58/16.35 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.58/16.35 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.58/16.35 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.58/16.35 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.58/16.35 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.58/16.35 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.58/16.35 O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = v1) | ~ % 115.58/16.35 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_set$] : ? [v4: % 115.58/16.35 M_o_fun$] : ? [v5: M_o_fun$] : ? [v6: O_m_fun$] : ? [v7: % 115.58/16.35 M_m_m_fun_fun$] : ? [v8: M_m_bool_fun_fun$] : (category_axioms$(v0) = v2 % 115.58/16.35 & mor$(v0) = v3 & dom$(v0) = v4 & cod$(v0) = v5 & id$(v0) = v6 & comp$(v0) % 115.58/16.35 = v7 & compDefined$(v0) = v8 & M_set$(v3) & M_o_fun$(v5) & M_o_fun$(v4) & % 115.58/16.35 M_m_bool_fun_fun$(v8) & O_m_fun$(v6) & M_m_m_fun_fun$(v7) & ( ~ (v2 = 0) | % 115.58/16.35 ( ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] % 115.58/16.35 : ! [v14: O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 M_m_fun$] : ! [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: % 115.58/16.35 O_bool_fun$] : ! [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = % 115.58/16.35 v18) | ~ (mapsTo$(v0, v12) = v14) | ~ (fun_app$v(v7, v9) = v16) % 115.58/16.35 | ~ (fun_app$u(v16, v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | % 115.58/16.35 ~ (fun_app$r(v14, v11) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v13) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v9) = % 115.58/16.35 v21 & fun_app$r(v21, v10) = v22 & fun_app$f(v22, v11) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: M_m_fun$] : ! % 115.58/16.35 [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! % 115.58/16.35 [v20: int] : (v20 = 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, % 115.58/16.35 v9) = v14) | ~ (fun_app$v(v7, v9) = v16) | ~ (fun_app$u(v16, % 115.58/16.35 v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | ~ % 115.58/16.35 (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v19, v13) = v20) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 115.58/16.35 O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, v12) = % 115.58/16.35 v21 & fun_app$r(v21, v11) = v22 & fun_app$f(v22, v13) = v23 & % 115.58/16.35 O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] : ! % 115.58/16.35 [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v17: O_bool_fun$] : ( ~ (mapsTo$(v0, v12) = % 115.58/16.35 v16) | ~ (mapsTo$(v0, v9) = v14) | ~ (fun_app$r(v16, v11) = v17) % 115.58/16.35 | ~ (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v17, v13) = 0) | ~ % 115.58/16.35 (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | % 115.58/16.35 ~ M$(v12) | ~ M$(v9) | ? [v18: M_m_fun$] : ? [v19: M$] : ? [v20: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v21: O_bool_fun$] : (mapsTo$(v0, v19) = % 115.58/16.35 v20 & fun_app$v(v7, v9) = v18 & fun_app$u(v18, v12) = v19 & % 115.58/16.35 fun_app$r(v20, v10) = v21 & fun_app$f(v21, v13) = 0 & % 115.58/16.35 M_m_fun$(v18) & O_o_bool_fun_fun$(v20) & O_bool_fun$(v21) & % 115.58/16.35 M$(v19))) & ! [v9: M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: % 115.58/16.35 M_m_fun$] : ! [v13: M$] : ! [v14: M_m_fun$] : ! [v15: M$] : ( ~ % 115.58/16.35 (fun_app$v(v7, v13) = v14) | ~ (fun_app$v(v7, v9) = v12) | ~ % 115.58/16.35 (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = v13) | ~ % 115.58/16.35 M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: % 115.58/16.35 any] : ? [v18: M_bool_fun$] : ? [v19: any] : ? [v20: M_m_fun$] % 115.58/16.35 : ? [v21: M$] : ? [v22: M$] : (fun_app$v(v7, v10) = v20 & % 115.58/16.35 fun_app$u(v20, v11) = v21 & fun_app$u(v12, v21) = v22 & % 115.58/16.35 fun_app$s(v8, v10) = v18 & fun_app$s(v8, v9) = v16 & % 115.58/16.35 fun_app$g(v18, v11) = v19 & fun_app$g(v16, v10) = v17 & % 115.58/16.35 M_m_fun$(v20) & M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & % 115.58/16.35 M$(v21) & ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: % 115.58/16.35 M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 115.58/16.35 M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v7, v10) = % 115.58/16.35 v13) | ~ (fun_app$v(v7, v9) = v12) | ~ (fun_app$u(v13, v11) = % 115.58/16.35 v14) | ~ (fun_app$u(v12, v14) = v15) | ~ M$(v11) | ~ M$(v10) | % 115.58/16.35 ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: any] : ? [v18: % 115.58/16.35 M_bool_fun$] : ? [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : % 115.58/16.35 ? [v22: M$] : (fun_app$v(v7, v20) = v21 & fun_app$u(v21, v11) = v22 % 115.58/16.35 & fun_app$u(v12, v10) = v20 & fun_app$s(v8, v10) = v18 & % 115.58/16.35 fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 115.58/16.35 fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & M_bool_fun$(v18) & % 115.58/16.35 M_bool_fun$(v16) & M$(v22) & M$(v20) & ( ~ (v19 = 0) | ~ (v17 = % 115.58/16.35 0) | v22 = v15))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v5, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M_m_fun$] : ? [v13: M$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v13 & fun_app$v(v7, v9) = v12 & fun_app$u(v12, v13) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v5, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v1) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M$] : ? [v13: M_m_fun$] : ? [v14: M$] : (fun_app$af(v6, v10) = % 115.58/16.35 v12 & fun_app$v(v7, v12) = v13 & fun_app$u(v13, v9) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v1) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 115.58/16.35 (fun_app$af(v6, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: any] : % 115.58/16.35 (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 & member$e(v9, % 115.58/16.35 v1) = v11 & fun_app$f(v13, v9) = v14 & O_o_bool_fun_fun$(v12) & % 115.58/16.35 O_bool_fun$(v13) & ( ~ (v11 = 0) | v14 = 0))) & ! [v9: M$] : ! % 115.58/16.35 [v10: M_m_fun$] : ( ~ (fun_app$v(v7, v9) = v10) | ~ M$(v9) | ? [v11: % 115.58/16.35 any] : ? [v12: O$] : ? [v13: M$] : ? [v14: M$] : % 115.58/16.35 (fun_app$al(v5, v9) = v12 & fun_app$af(v6, v12) = v13 & % 115.58/16.35 fun_app$u(v10, v13) = v14 & member$f(v9, v3) = v11 & O$(v12) & % 115.58/16.35 M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : ? [v11: % 115.58/16.35 O$] : ? [v12: M$] : (fun_app$al(v5, v9) = v11 & fun_app$af(v6, % 115.58/16.35 v11) = v12 & fun_app$v(v7, v9) = v10 & fun_app$u(v10, v12) = v9 % 115.58/16.35 & M_m_fun$(v10) & O$(v11) & M$(v12))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : ? [v11: M$] : % 115.58/16.35 ? [v12: M_m_fun$] : (fun_app$al(v4, v9) = v10 & fun_app$af(v6, v10) % 115.58/16.35 = v11 & fun_app$v(v7, v11) = v12 & fun_app$u(v12, v9) = v9 & % 115.58/16.35 M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : (fun_app$al(v5, % 115.58/16.35 v9) = v10 & member$e(v10, v1) = 0 & O$(v10))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : % 115.58/16.35 (fun_app$al(v4, v9) = v10 & member$e(v10, v1) = 0 & O$(v10))) & ! % 115.58/16.35 [v9: O$] : ( ~ (member$e(v9, v1) = 0) | ~ O$(v9) | ? [v10: M$] : ? % 115.58/16.35 [v11: O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : (fun_app$af(v6, % 115.58/16.35 v9) = v10 & mapsTo$(v0, v10) = v11 & fun_app$r(v11, v9) = v12 & % 115.58/16.35 fun_app$f(v12, v9) = 0 & O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) % 115.58/16.35 & M$(v10))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.58/16.35 M_m_m_fun_fun$] : ( ~ (comp$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? % 115.58/16.35 [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: O_set$] : ? [v5: M_o_fun$] : ? % 115.58/16.35 [v6: O_m_fun$] : ? [v7: M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : % 115.58/16.35 ? [v10: M$] : ? [v11: M$] : ? [v12: M_bool_fun$] : ? [v13: int] : ? % 115.58/16.35 [v14: M_bool_fun$] : ? [v15: int] : ? [v16: M_m_fun$] : ? [v17: M$] : ? % 115.58/16.35 [v18: M_m_fun$] : ? [v19: M$] : ? [v20: M_m_fun$] : ? [v21: M$] : ? % 115.58/16.35 [v22: M$] : ? [v23: M$] : ? [v24: int] : ? [v25: M_m_fun$] : ? [v26: O$] % 115.58/16.35 : ? [v27: M$] : ? [v28: M$] : ? [v29: M$] : ? [v30: int] : ? [v31: O$] % 115.58/16.35 : ? [v32: M$] : ? [v33: M_m_fun$] : ? [v34: M$] : ? [v35: O$] : ? [v36: % 115.58/16.35 int] : ? [v37: M$] : ? [v38: O_o_bool_fun_fun$] : ? [v39: O_bool_fun$] % 115.58/16.35 : ? [v40: int] : ? [v41: M$] : ? [v42: int] : ? [v43: O$] : ? [v44: % 115.58/16.35 int] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: int] : ? % 115.58/16.35 [v49: M$] : ? [v50: O$] : ? [v51: O$] : ? [v52: M$] : ? [v53: O$] : ? % 115.58/16.35 [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? [v57: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v58: O_bool_fun$] : ? [v59: int] : ? [v60: % 115.58/16.35 M_m_fun$] : ? [v61: M$] : ? [v62: O_o_bool_fun_fun$] : ? [v63: % 115.58/16.35 O_bool_fun$] : ? [v64: int] : (O$(v53) & O$(v51) & O$(v50) & O$(v35) & % 115.58/16.35 M$(v52) & M$(v49) & M$(v45) & M$(v41) & M$(v29) & M$(v23) & M$(v11) & % 115.58/16.35 M$(v10) & M$(v9) & ((v59 = 0 & v56 = 0 & ~ (v64 = 0) & mapsTo$(v0, v61) = % 115.58/16.35 v62 & mapsTo$(v0, v52) = v57 & mapsTo$(v0, v49) = v54 & fun_app$v(v1, % 115.58/16.35 v49) = v60 & fun_app$u(v60, v52) = v61 & fun_app$r(v62, v50) = v63 & % 115.58/16.35 fun_app$r(v57, v51) = v58 & fun_app$r(v54, v50) = v55 & fun_app$f(v63, % 115.58/16.35 v53) = v64 & fun_app$f(v58, v53) = 0 & fun_app$f(v55, v51) = 0 & % 115.58/16.35 M_m_fun$(v60) & O_o_bool_fun_fun$(v62) & O_o_bool_fun_fun$(v57) & % 115.58/16.35 O_o_bool_fun_fun$(v54) & O_bool_fun$(v63) & O_bool_fun$(v58) & % 115.58/16.35 O_bool_fun$(v55) & M$(v61)) | (category_axioms$(v0) = v8 & mor$(v0) = % 115.58/16.35 v2 & dom$(v0) = v3 & cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = v4 & % 115.58/16.35 compDefined$(v0) = v7 & M_set$(v2) & M_o_fun$(v5) & M_o_fun$(v3) & % 115.58/16.35 O_set$(v4) & M_m_bool_fun_fun$(v7) & O_m_fun$(v6) & (v8 = 0 | (v46 = 0 % 115.58/16.35 & ~ (v48 = 0) & fun_app$al(v3, v45) = v47 & member$f(v45, v2) = 0 % 115.58/16.35 & member$e(v47, v4) = v48 & O$(v47)) | (v42 = 0 & ~ (v44 = 0) & % 115.58/16.35 fun_app$al(v5, v41) = v43 & member$f(v41, v2) = 0 & member$e(v43, % 115.58/16.35 v4) = v44 & O$(v43)) | (v36 = 0 & ~ (v40 = 0) & fun_app$af(v6, % 115.58/16.35 v35) = v37 & mapsTo$(v0, v37) = v38 & fun_app$r(v38, v35) = v39 % 115.58/16.35 & member$e(v35, v4) = 0 & fun_app$f(v39, v35) = v40 & % 115.58/16.35 O_o_bool_fun_fun$(v38) & O_bool_fun$(v39) & M$(v37)) | (v30 = 0 & % 115.58/16.35 ~ (v34 = v29) & fun_app$al(v3, v29) = v31 & fun_app$af(v6, v31) = % 115.58/16.35 v32 & fun_app$v(v1, v32) = v33 & fun_app$u(v33, v29) = v34 & % 115.58/16.35 member$f(v29, v2) = 0 & M_m_fun$(v33) & O$(v31) & M$(v34) & % 115.58/16.35 M$(v32)) | (v24 = 0 & ~ (v28 = v23) & fun_app$al(v5, v23) = v26 & % 115.58/16.35 fun_app$af(v6, v26) = v27 & fun_app$v(v1, v23) = v25 & % 115.58/16.35 fun_app$u(v25, v27) = v28 & member$f(v23, v2) = 0 & M_m_fun$(v25) % 115.58/16.35 & O$(v26) & M$(v28) & M$(v27)) | (v15 = 0 & v13 = 0 & ~ (v22 = % 115.58/16.35 v19) & fun_app$v(v1, v17) = v18 & fun_app$v(v1, v10) = v20 & % 115.58/16.35 fun_app$v(v1, v9) = v16 & fun_app$u(v20, v11) = v21 & % 115.58/16.35 fun_app$u(v18, v11) = v19 & fun_app$u(v16, v21) = v22 & % 115.58/16.35 fun_app$u(v16, v10) = v17 & fun_app$s(v7, v10) = v14 & % 115.58/16.35 fun_app$s(v7, v9) = v12 & fun_app$g(v14, v11) = 0 & fun_app$g(v12, % 115.58/16.35 v10) = 0 & M_m_fun$(v20) & M_m_fun$(v18) & M_m_fun$(v16) & % 115.58/16.35 M_bool_fun$(v14) & M_bool_fun$(v12) & M$(v22) & M$(v21) & M$(v19) % 115.58/16.35 & M$(v17))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.58/16.35 M_m_m_fun_fun$] : ( ~ (comp$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? % 115.58/16.35 [v2: any] : ? [v3: M_set$] : ? [v4: M_o_fun$] : ? [v5: O_set$] : ? [v6: % 115.58/16.35 M_o_fun$] : ? [v7: O_m_fun$] : ? [v8: M_m_bool_fun_fun$] : % 115.58/16.35 (category_axioms$(v0) = v2 & mor$(v0) = v3 & dom$(v0) = v4 & cod$(v0) = v6 & % 115.58/16.35 id$(v0) = v7 & obj$(v0) = v5 & compDefined$(v0) = v8 & M_set$(v3) & % 115.58/16.35 M_o_fun$(v6) & M_o_fun$(v4) & O_set$(v5) & M_m_bool_fun_fun$(v8) & % 115.58/16.35 O_m_fun$(v7) & ( ~ (v2 = 0) | ( ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : % 115.58/16.35 ! [v12: M$] : ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: % 115.58/16.35 O_bool_fun$] : ! [v16: M_m_fun$] : ! [v17: M$] : ! [v18: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! [v20: int] : (v20 = % 115.58/16.35 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, v12) = v14) | ~ % 115.58/16.35 (fun_app$v(v1, v9) = v16) | ~ (fun_app$u(v16, v12) = v17) | ~ % 115.58/16.35 (fun_app$r(v18, v10) = v19) | ~ (fun_app$r(v14, v11) = v15) | ~ % 115.58/16.35 (fun_app$f(v19, v13) = v20) | ~ (fun_app$f(v15, v13) = 0) | ~ % 115.58/16.35 O$(v13) | ~ O$(v11) | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? % 115.58/16.35 [v21: O_o_bool_fun_fun$] : ? [v22: O_bool_fun$] : ? [v23: int] : ( % 115.58/16.35 ~ (v23 = 0) & mapsTo$(v0, v9) = v21 & fun_app$r(v21, v10) = v22 & % 115.58/16.35 fun_app$f(v22, v11) = v23 & O_o_bool_fun_fun$(v21) & % 115.58/16.35 O_bool_fun$(v22))) & ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : % 115.58/16.35 ! [v12: M$] : ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: % 115.58/16.35 O_bool_fun$] : ! [v16: M_m_fun$] : ! [v17: M$] : ! [v18: % 115.58/16.35 O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! [v20: int] : (v20 = % 115.58/16.35 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, v9) = v14) | ~ % 115.58/16.35 (fun_app$v(v1, v9) = v16) | ~ (fun_app$u(v16, v12) = v17) | ~ % 115.58/16.35 (fun_app$r(v18, v10) = v19) | ~ (fun_app$r(v14, v10) = v15) | ~ % 115.58/16.35 (fun_app$f(v19, v13) = v20) | ~ (fun_app$f(v15, v11) = 0) | ~ % 115.58/16.35 O$(v13) | ~ O$(v11) | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? % 115.58/16.35 [v21: O_o_bool_fun_fun$] : ? [v22: O_bool_fun$] : ? [v23: int] : ( % 115.58/16.35 ~ (v23 = 0) & mapsTo$(v0, v12) = v21 & fun_app$r(v21, v11) = v22 & % 115.58/16.35 fun_app$f(v22, v13) = v23 & O_o_bool_fun_fun$(v21) & % 115.58/16.35 O_bool_fun$(v22))) & ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : % 115.58/16.35 ! [v12: M$] : ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: % 115.58/16.35 O_bool_fun$] : ! [v16: O_o_bool_fun_fun$] : ! [v17: O_bool_fun$] : % 115.58/16.35 ( ~ (mapsTo$(v0, v12) = v16) | ~ (mapsTo$(v0, v9) = v14) | ~ % 115.58/16.35 (fun_app$r(v16, v11) = v17) | ~ (fun_app$r(v14, v10) = v15) | ~ % 115.58/16.35 (fun_app$f(v17, v13) = 0) | ~ (fun_app$f(v15, v11) = 0) | ~ % 115.58/16.35 O$(v13) | ~ O$(v11) | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? % 115.58/16.35 [v18: M_m_fun$] : ? [v19: M$] : ? [v20: O_o_bool_fun_fun$] : ? % 115.58/16.35 [v21: O_bool_fun$] : (mapsTo$(v0, v19) = v20 & fun_app$v(v1, v9) = % 115.58/16.35 v18 & fun_app$u(v18, v12) = v19 & fun_app$r(v20, v10) = v21 & % 115.58/16.35 fun_app$f(v21, v13) = 0 & M_m_fun$(v18) & O_o_bool_fun_fun$(v20) & % 115.58/16.35 O_bool_fun$(v21) & M$(v19))) & ! [v9: M$] : ! [v10: M$] : ! % 115.58/16.35 [v11: M$] : ! [v12: M_m_fun$] : ! [v13: M$] : ! [v14: M_m_fun$] : % 115.58/16.35 ! [v15: M$] : ( ~ (fun_app$v(v1, v13) = v14) | ~ (fun_app$v(v1, v9) = % 115.58/16.35 v12) | ~ (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = % 115.58/16.35 v13) | ~ M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: M_bool_fun$] % 115.58/16.35 : ? [v17: any] : ? [v18: M_bool_fun$] : ? [v19: any] : ? [v20: % 115.58/16.35 M_m_fun$] : ? [v21: M$] : ? [v22: M$] : (fun_app$v(v1, v10) = % 115.58/16.35 v20 & fun_app$u(v20, v11) = v21 & fun_app$u(v12, v21) = v22 & % 115.58/16.35 fun_app$s(v8, v10) = v18 & fun_app$s(v8, v9) = v16 & % 115.58/16.35 fun_app$g(v18, v11) = v19 & fun_app$g(v16, v10) = v17 & % 115.58/16.35 M_m_fun$(v20) & M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & % 115.58/16.35 M$(v21) & ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: % 115.58/16.35 M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 115.58/16.35 M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v1, v10) = % 115.58/16.35 v13) | ~ (fun_app$v(v1, v9) = v12) | ~ (fun_app$u(v13, v11) = % 115.58/16.35 v14) | ~ (fun_app$u(v12, v14) = v15) | ~ M$(v11) | ~ M$(v10) | % 115.58/16.35 ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: any] : ? [v18: % 115.58/16.35 M_bool_fun$] : ? [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : % 115.58/16.35 ? [v22: M$] : (fun_app$v(v1, v20) = v21 & fun_app$u(v21, v11) = v22 % 115.58/16.35 & fun_app$u(v12, v10) = v20 & fun_app$s(v8, v10) = v18 & % 115.58/16.35 fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 115.58/16.35 fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & M_bool_fun$(v18) & % 115.58/16.35 M_bool_fun$(v16) & M$(v22) & M$(v20) & ( ~ (v19 = 0) | ~ (v17 = % 115.58/16.35 0) | v22 = v15))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v6, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M_m_fun$] : ? [v13: M$] : ? [v14: M$] : (fun_app$af(v7, v10) = % 115.58/16.35 v13 & fun_app$v(v1, v9) = v12 & fun_app$u(v12, v13) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v6, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 M$] : ? [v13: M_m_fun$] : ? [v14: M$] : (fun_app$af(v7, v10) = % 115.58/16.35 v12 & fun_app$v(v1, v12) = v13 & fun_app$u(v13, v9) = v14 & % 115.58/16.35 member$f(v9, v3) = v11 & M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ % 115.58/16.35 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.35 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.35 (v11 = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 115.58/16.35 (fun_app$af(v7, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? [v12: % 115.58/16.35 O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: any] : % 115.58/16.35 (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 & member$e(v9, % 115.58/16.35 v5) = v11 & fun_app$f(v13, v9) = v14 & O_o_bool_fun_fun$(v12) & % 115.58/16.35 O_bool_fun$(v13) & ( ~ (v11 = 0) | v14 = 0))) & ! [v9: M$] : ! % 115.58/16.35 [v10: M_m_fun$] : ( ~ (fun_app$v(v1, v9) = v10) | ~ M$(v9) | ? [v11: % 115.58/16.35 any] : ? [v12: O$] : ? [v13: M$] : ? [v14: M$] : % 115.58/16.35 (fun_app$al(v6, v9) = v12 & fun_app$af(v7, v12) = v13 & % 115.58/16.35 fun_app$u(v10, v13) = v14 & member$f(v9, v3) = v11 & O$(v12) & % 115.58/16.35 M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : ? [v11: % 115.58/16.35 O$] : ? [v12: M$] : (fun_app$al(v6, v9) = v11 & fun_app$af(v7, % 115.58/16.35 v11) = v12 & fun_app$v(v1, v9) = v10 & fun_app$u(v10, v12) = v9 % 115.58/16.35 & M_m_fun$(v10) & O$(v11) & M$(v12))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : ? [v11: M$] : % 115.58/16.35 ? [v12: M_m_fun$] : (fun_app$al(v4, v9) = v10 & fun_app$af(v7, v10) % 115.58/16.35 = v11 & fun_app$v(v1, v11) = v12 & fun_app$u(v12, v9) = v9 & % 115.58/16.35 M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 115.58/16.35 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : (fun_app$al(v6, % 115.58/16.35 v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! [v9: M$] : ( % 115.58/16.35 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : % 115.58/16.35 (fun_app$al(v4, v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! % 115.58/16.35 [v9: O$] : ( ~ (member$e(v9, v5) = 0) | ~ O$(v9) | ? [v10: M$] : ? % 115.58/16.35 [v11: O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : (fun_app$af(v7, % 115.58/16.35 v9) = v10 & mapsTo$(v0, v10) = v11 & fun_app$r(v11, v9) = v12 & % 115.58/16.35 fun_app$f(v12, v9) = 0 & O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) % 115.58/16.35 & M$(v10))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.58/16.35 M_m_bool_fun_fun$] : ( ~ (compDefined$(v0) = v1) | ~ % 115.58/16.35 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.58/16.35 O_set$] : ? [v5: M_o_fun$] : ? [v6: O_m_fun$] : ? [v7: M_m_m_fun_fun$] % 115.58/16.35 : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : % 115.58/16.35 ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: % 115.58/16.35 int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] % 115.58/16.35 : ? [v20: M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.58/16.35 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.58/16.35 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.58/16.35 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.58/16.35 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.58/16.35 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.58/16.35 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.58/16.35 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.58/16.35 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.58/16.35 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.58/16.35 [v62: int] : ? [v63: O$] : ? [v64: int] : (category_axioms$(v0) = v8 & % 115.58/16.35 mor$(v0) = v2 & dom$(v0) = v3 & cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = % 115.58/16.35 v4 & comp$(v0) = v7 & M_set$(v2) & M_o_fun$(v5) & M_o_fun$(v3) & % 115.58/16.35 O_set$(v4) & O$(v51) & O$(v13) & O$(v11) & O$(v10) & M$(v61) & M$(v57) & % 115.58/16.35 M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & M$(v12) & M$(v9) & % 115.58/16.35 O_m_fun$(v6) & M_m_m_fun_fun$(v7) & (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & % 115.58/16.35 fun_app$al(v3, v61) = v63 & member$f(v61, v2) = 0 & member$e(v63, v4) % 115.58/16.35 = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & fun_app$al(v5, v57) = v59 % 115.58/16.35 & member$f(v57, v2) = 0 & member$e(v59, v4) = v60 & O$(v59)) | (v52 = % 115.58/16.35 0 & ~ (v56 = 0) & fun_app$af(v6, v51) = v53 & mapsTo$(v0, v53) = v54 % 115.58/16.35 & fun_app$r(v54, v51) = v55 & member$e(v51, v4) = 0 & fun_app$f(v55, % 115.58/16.35 v51) = v56 & O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | % 115.58/16.35 (v46 = 0 & ~ (v50 = v45) & fun_app$al(v3, v45) = v47 & fun_app$af(v6, % 115.58/16.35 v47) = v48 & fun_app$v(v7, v48) = v49 & fun_app$u(v49, v45) = v50 & % 115.58/16.35 member$f(v45, v2) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | % 115.58/16.35 (v40 = 0 & ~ (v44 = v39) & fun_app$al(v5, v39) = v42 & fun_app$af(v6, % 115.58/16.35 v42) = v43 & fun_app$v(v7, v39) = v41 & fun_app$u(v41, v43) = v44 & % 115.58/16.35 member$f(v39, v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | % 115.58/16.35 (v31 = 0 & v29 = 0 & ~ (v38 = v35) & fun_app$v(v7, v33) = v34 & % 115.58/16.35 fun_app$v(v7, v26) = v36 & fun_app$v(v7, v25) = v32 & fun_app$u(v36, % 115.58/16.35 v27) = v37 & fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & % 115.58/16.35 fun_app$u(v32, v26) = v33 & fun_app$s(v1, v26) = v30 & fun_app$s(v1, % 115.58/16.35 v25) = v28 & fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & % 115.58/16.35 M_m_fun$(v36) & M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & % 115.58/16.35 M_bool_fun$(v28) & M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & % 115.58/16.35 v16 = 0 & ~ (v24 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = % 115.58/16.35 v17 & mapsTo$(v0, v9) = v14 & fun_app$v(v7, v9) = v20 & fun_app$u(v20, % 115.58/16.35 v12) = v21 & fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & % 115.58/16.35 fun_app$r(v14, v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, % 115.58/16.35 v13) = 0 & fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & % 115.58/16.36 O_o_bool_fun_fun$(v22) & O_o_bool_fun_fun$(v17) & % 115.58/16.36 O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & O_bool_fun$(v18) & % 115.58/16.36 O_bool_fun$(v15) & M$(v21))))) & ! [v0: O_m_unit_Category_ext$] : ! % 115.58/16.36 [v1: M_m_bool_fun_fun$] : ( ~ (compDefined$(v0) = v1) | ~ % 115.58/16.36 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_set$] : ? [v4: % 115.58/16.36 M_o_fun$] : ? [v5: O_set$] : ? [v6: M_o_fun$] : ? [v7: O_m_fun$] : ? % 115.58/16.36 [v8: M_m_m_fun_fun$] : (category_axioms$(v0) = v2 & mor$(v0) = v3 & dom$(v0) % 115.58/16.36 = v4 & cod$(v0) = v6 & id$(v0) = v7 & obj$(v0) = v5 & comp$(v0) = v8 & % 115.58/16.36 M_set$(v3) & M_o_fun$(v6) & M_o_fun$(v4) & O_set$(v5) & O_m_fun$(v7) & % 115.58/16.36 M_m_m_fun_fun$(v8) & ( ~ (v2 = 0) | ( ! [v9: M$] : ! [v10: O$] : ! [v11: % 115.58/16.36 O$] : ! [v12: M$] : ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! % 115.58/16.36 [v15: O_bool_fun$] : ! [v16: M_m_fun$] : ! [v17: M$] : ! [v18: % 115.58/16.36 O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! [v20: int] : (v20 = % 115.58/16.36 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, v12) = v14) | ~ % 115.58/16.36 (fun_app$v(v8, v9) = v16) | ~ (fun_app$u(v16, v12) = v17) | ~ % 115.58/16.36 (fun_app$r(v18, v10) = v19) | ~ (fun_app$r(v14, v11) = v15) | ~ % 115.58/16.36 (fun_app$f(v19, v13) = v20) | ~ (fun_app$f(v15, v13) = 0) | ~ % 115.58/16.36 O$(v13) | ~ O$(v11) | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? % 115.58/16.36 [v21: O_o_bool_fun_fun$] : ? [v22: O_bool_fun$] : ? [v23: int] : ( % 115.58/16.36 ~ (v23 = 0) & mapsTo$(v0, v9) = v21 & fun_app$r(v21, v10) = v22 & % 115.58/16.36 fun_app$f(v22, v11) = v23 & O_o_bool_fun_fun$(v21) & % 115.58/16.36 O_bool_fun$(v22))) & ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : % 115.58/16.36 ! [v12: M$] : ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: % 115.58/16.36 O_bool_fun$] : ! [v16: M_m_fun$] : ! [v17: M$] : ! [v18: % 115.58/16.36 O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! [v20: int] : (v20 = % 115.58/16.36 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, v9) = v14) | ~ % 115.58/16.36 (fun_app$v(v8, v9) = v16) | ~ (fun_app$u(v16, v12) = v17) | ~ % 115.58/16.36 (fun_app$r(v18, v10) = v19) | ~ (fun_app$r(v14, v10) = v15) | ~ % 115.58/16.36 (fun_app$f(v19, v13) = v20) | ~ (fun_app$f(v15, v11) = 0) | ~ % 115.58/16.36 O$(v13) | ~ O$(v11) | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? % 115.58/16.36 [v21: O_o_bool_fun_fun$] : ? [v22: O_bool_fun$] : ? [v23: int] : ( % 115.58/16.36 ~ (v23 = 0) & mapsTo$(v0, v12) = v21 & fun_app$r(v21, v11) = v22 & % 115.58/16.36 fun_app$f(v22, v13) = v23 & O_o_bool_fun_fun$(v21) & % 115.58/16.36 O_bool_fun$(v22))) & ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : % 115.58/16.36 ! [v12: M$] : ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: % 115.58/16.36 O_bool_fun$] : ! [v16: O_o_bool_fun_fun$] : ! [v17: O_bool_fun$] : % 115.58/16.36 ( ~ (mapsTo$(v0, v12) = v16) | ~ (mapsTo$(v0, v9) = v14) | ~ % 115.58/16.36 (fun_app$r(v16, v11) = v17) | ~ (fun_app$r(v14, v10) = v15) | ~ % 115.58/16.36 (fun_app$f(v17, v13) = 0) | ~ (fun_app$f(v15, v11) = 0) | ~ % 115.58/16.36 O$(v13) | ~ O$(v11) | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? % 115.58/16.36 [v18: M_m_fun$] : ? [v19: M$] : ? [v20: O_o_bool_fun_fun$] : ? % 115.58/16.36 [v21: O_bool_fun$] : (mapsTo$(v0, v19) = v20 & fun_app$v(v8, v9) = % 115.58/16.36 v18 & fun_app$u(v18, v12) = v19 & fun_app$r(v20, v10) = v21 & % 115.58/16.36 fun_app$f(v21, v13) = 0 & M_m_fun$(v18) & O_o_bool_fun_fun$(v20) & % 115.58/16.36 O_bool_fun$(v21) & M$(v19))) & ! [v9: M$] : ! [v10: M$] : ! % 115.58/16.36 [v11: M$] : ! [v12: M_m_fun$] : ! [v13: M$] : ! [v14: M_m_fun$] : % 115.58/16.36 ! [v15: M$] : ( ~ (fun_app$v(v8, v13) = v14) | ~ (fun_app$v(v8, v9) = % 115.58/16.36 v12) | ~ (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = % 115.58/16.36 v13) | ~ M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: M_bool_fun$] % 115.58/16.36 : ? [v17: any] : ? [v18: M_bool_fun$] : ? [v19: any] : ? [v20: % 115.58/16.36 M_m_fun$] : ? [v21: M$] : ? [v22: M$] : (fun_app$v(v8, v10) = % 115.58/16.36 v20 & fun_app$u(v20, v11) = v21 & fun_app$u(v12, v21) = v22 & % 115.58/16.36 fun_app$s(v1, v10) = v18 & fun_app$s(v1, v9) = v16 & % 115.58/16.36 fun_app$g(v18, v11) = v19 & fun_app$g(v16, v10) = v17 & % 115.58/16.36 M_m_fun$(v20) & M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & % 115.58/16.36 M$(v21) & ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: % 115.58/16.36 M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 115.58/16.36 M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v8, v10) = % 115.58/16.36 v13) | ~ (fun_app$v(v8, v9) = v12) | ~ (fun_app$u(v13, v11) = % 115.58/16.36 v14) | ~ (fun_app$u(v12, v14) = v15) | ~ M$(v11) | ~ M$(v10) | % 115.58/16.36 ~ M$(v9) | ? [v16: M_bool_fun$] : ? [v17: any] : ? [v18: % 115.58/16.36 M_bool_fun$] : ? [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : % 115.58/16.36 ? [v22: M$] : (fun_app$v(v8, v20) = v21 & fun_app$u(v21, v11) = v22 % 115.58/16.36 & fun_app$u(v12, v10) = v20 & fun_app$s(v1, v10) = v18 & % 115.58/16.36 fun_app$s(v1, v9) = v16 & fun_app$g(v18, v11) = v19 & % 115.58/16.36 fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & M_bool_fun$(v18) & % 115.58/16.36 M_bool_fun$(v16) & M$(v22) & M$(v20) & ( ~ (v19 = 0) | ~ (v17 = % 115.58/16.36 0) | v22 = v15))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.36 (fun_app$al(v6, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.36 M_m_fun$] : ? [v13: M$] : ? [v14: M$] : (fun_app$af(v7, v10) = % 115.58/16.36 v13 & fun_app$v(v8, v9) = v12 & fun_app$u(v12, v13) = v14 & % 115.58/16.36 member$f(v9, v3) = v11 & M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ % 115.58/16.36 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.36 (fun_app$al(v6, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.36 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.36 (v11 = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.36 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.36 M$] : ? [v13: M_m_fun$] : ? [v14: M$] : (fun_app$af(v7, v10) = % 115.58/16.36 v12 & fun_app$v(v8, v12) = v13 & fun_app$u(v13, v9) = v14 & % 115.58/16.36 member$f(v9, v3) = v11 & M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ % 115.58/16.36 (v11 = 0) | v14 = v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 115.58/16.36 (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: % 115.58/16.36 any] : (member$f(v9, v3) = v11 & member$e(v10, v5) = v12 & ( ~ % 115.58/16.36 (v11 = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 115.58/16.36 (fun_app$af(v7, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? [v12: % 115.58/16.36 O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: any] : % 115.58/16.36 (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 & member$e(v9, % 115.58/16.36 v5) = v11 & fun_app$f(v13, v9) = v14 & O_o_bool_fun_fun$(v12) & % 115.58/16.36 O_bool_fun$(v13) & ( ~ (v11 = 0) | v14 = 0))) & ! [v9: M$] : ! % 115.58/16.36 [v10: M_m_fun$] : ( ~ (fun_app$v(v8, v9) = v10) | ~ M$(v9) | ? [v11: % 115.58/16.36 any] : ? [v12: O$] : ? [v13: M$] : ? [v14: M$] : % 115.58/16.36 (fun_app$al(v6, v9) = v12 & fun_app$af(v7, v12) = v13 & % 115.58/16.36 fun_app$u(v10, v13) = v14 & member$f(v9, v3) = v11 & O$(v12) & % 115.58/16.36 M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 115.58/16.36 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : ? [v11: % 115.58/16.36 O$] : ? [v12: M$] : (fun_app$al(v6, v9) = v11 & fun_app$af(v7, % 115.58/16.36 v11) = v12 & fun_app$v(v8, v9) = v10 & fun_app$u(v10, v12) = v9 % 115.58/16.36 & M_m_fun$(v10) & O$(v11) & M$(v12))) & ! [v9: M$] : ( ~ % 115.58/16.36 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : ? [v11: M$] : % 115.58/16.36 ? [v12: M_m_fun$] : (fun_app$al(v4, v9) = v10 & fun_app$af(v7, v10) % 115.58/16.36 = v11 & fun_app$v(v8, v11) = v12 & fun_app$u(v12, v9) = v9 & % 115.58/16.36 M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 115.58/16.36 (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : (fun_app$al(v6, % 115.58/16.36 v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! [v9: M$] : ( % 115.58/16.36 ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : % 115.58/16.36 (fun_app$al(v4, v9) = v10 & member$e(v10, v5) = 0 & O$(v10))) & ! % 115.58/16.36 [v9: O$] : ( ~ (member$e(v9, v5) = 0) | ~ O$(v9) | ? [v10: M$] : ? % 115.58/16.36 [v11: O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : (fun_app$af(v7, % 115.58/16.36 v9) = v10 & mapsTo$(v0, v10) = v11 & fun_app$r(v11, v9) = v12 & % 115.58/16.36 fun_app$f(v12, v9) = 0 & O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) % 115.58/16.36 & M$(v10))))))) & ! [v0: O_m_unit_Category_ext$] : ( ~ % 115.58/16.36 (category_axioms$(v0) = 0) | ~ O_m_unit_Category_ext$(v0) | ? [v1: M_set$] % 115.58/16.36 : ? [v2: M_o_fun$] : ? [v3: O_set$] : ? [v4: M_o_fun$] : ? [v5: % 115.58/16.36 O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: M_m_bool_fun_fun$] : % 115.58/16.36 (mor$(v0) = v1 & dom$(v0) = v2 & cod$(v0) = v4 & id$(v0) = v5 & obj$(v0) = % 115.58/16.36 v3 & comp$(v0) = v6 & compDefined$(v0) = v7 & M_set$(v1) & M_o_fun$(v4) & % 115.58/16.36 M_o_fun$(v2) & O_set$(v3) & M_m_bool_fun_fun$(v7) & O_m_fun$(v5) & % 115.58/16.36 M_m_m_fun_fun$(v6) & ! [v8: M$] : ! [v9: O$] : ! [v10: O$] : ! [v11: % 115.58/16.36 M$] : ! [v12: O$] : ! [v13: O_o_bool_fun_fun$] : ! [v14: O_bool_fun$] % 115.58/16.36 : ! [v15: M_m_fun$] : ! [v16: M$] : ! [v17: O_o_bool_fun_fun$] : ! % 115.58/16.36 [v18: O_bool_fun$] : ! [v19: int] : (v19 = 0 | ~ (mapsTo$(v0, v16) = % 115.58/16.36 v17) | ~ (mapsTo$(v0, v11) = v13) | ~ (fun_app$v(v6, v8) = v15) | ~ % 115.58/16.36 (fun_app$u(v15, v11) = v16) | ~ (fun_app$r(v17, v9) = v18) | ~ % 115.58/16.36 (fun_app$r(v13, v10) = v14) | ~ (fun_app$f(v18, v12) = v19) | ~ % 115.58/16.36 (fun_app$f(v14, v12) = 0) | ~ O$(v12) | ~ O$(v10) | ~ O$(v9) | ~ % 115.58/16.36 M$(v11) | ~ M$(v8) | ? [v20: O_o_bool_fun_fun$] : ? [v21: % 115.58/16.36 O_bool_fun$] : ? [v22: int] : ( ~ (v22 = 0) & mapsTo$(v0, v8) = v20 & % 115.58/16.36 fun_app$r(v20, v9) = v21 & fun_app$f(v21, v10) = v22 & % 115.58/16.36 O_o_bool_fun_fun$(v20) & O_bool_fun$(v21))) & ! [v8: M$] : ! [v9: % 115.58/16.36 O$] : ! [v10: O$] : ! [v11: M$] : ! [v12: O$] : ! [v13: % 115.58/16.36 O_o_bool_fun_fun$] : ! [v14: O_bool_fun$] : ! [v15: M_m_fun$] : ! % 115.58/16.36 [v16: M$] : ! [v17: O_o_bool_fun_fun$] : ! [v18: O_bool_fun$] : ! [v19: % 115.58/16.36 int] : (v19 = 0 | ~ (mapsTo$(v0, v16) = v17) | ~ (mapsTo$(v0, v8) = % 115.58/16.36 v13) | ~ (fun_app$v(v6, v8) = v15) | ~ (fun_app$u(v15, v11) = v16) | % 115.58/16.36 ~ (fun_app$r(v17, v9) = v18) | ~ (fun_app$r(v13, v9) = v14) | ~ % 115.58/16.36 (fun_app$f(v18, v12) = v19) | ~ (fun_app$f(v14, v10) = 0) | ~ O$(v12) % 115.58/16.36 | ~ O$(v10) | ~ O$(v9) | ~ M$(v11) | ~ M$(v8) | ? [v20: % 115.58/16.36 O_o_bool_fun_fun$] : ? [v21: O_bool_fun$] : ? [v22: int] : ( ~ (v22 % 115.58/16.36 = 0) & mapsTo$(v0, v11) = v20 & fun_app$r(v20, v10) = v21 & % 115.58/16.36 fun_app$f(v21, v12) = v22 & O_o_bool_fun_fun$(v20) & % 115.58/16.36 O_bool_fun$(v21))) & ! [v8: M$] : ! [v9: O$] : ! [v10: O$] : ! % 115.58/16.36 [v11: M$] : ! [v12: O$] : ! [v13: O_o_bool_fun_fun$] : ! [v14: % 115.58/16.36 O_bool_fun$] : ! [v15: O_o_bool_fun_fun$] : ! [v16: O_bool_fun$] : ( ~ % 115.58/16.36 (mapsTo$(v0, v11) = v15) | ~ (mapsTo$(v0, v8) = v13) | ~ % 115.58/16.36 (fun_app$r(v15, v10) = v16) | ~ (fun_app$r(v13, v9) = v14) | ~ % 115.58/16.36 (fun_app$f(v16, v12) = 0) | ~ (fun_app$f(v14, v10) = 0) | ~ O$(v12) | % 115.58/16.36 ~ O$(v10) | ~ O$(v9) | ~ M$(v11) | ~ M$(v8) | ? [v17: M_m_fun$] : ? % 115.58/16.36 [v18: M$] : ? [v19: O_o_bool_fun_fun$] : ? [v20: O_bool_fun$] : % 115.58/16.36 (mapsTo$(v0, v18) = v19 & fun_app$v(v6, v8) = v17 & fun_app$u(v17, v11) % 115.58/16.36 = v18 & fun_app$r(v19, v9) = v20 & fun_app$f(v20, v12) = 0 & % 115.58/16.36 M_m_fun$(v17) & O_o_bool_fun_fun$(v19) & O_bool_fun$(v20) & M$(v18))) % 115.58/16.36 & ! [v8: M$] : ! [v9: M$] : ! [v10: M$] : ! [v11: M_m_fun$] : ! [v12: % 115.58/16.36 M$] : ! [v13: M_m_fun$] : ! [v14: M$] : ( ~ (fun_app$v(v6, v12) = v13) % 115.58/16.36 | ~ (fun_app$v(v6, v8) = v11) | ~ (fun_app$u(v13, v10) = v14) | ~ % 115.58/16.36 (fun_app$u(v11, v9) = v12) | ~ M$(v10) | ~ M$(v9) | ~ M$(v8) | ? % 115.58/16.36 [v15: M_bool_fun$] : ? [v16: any] : ? [v17: M_bool_fun$] : ? [v18: % 115.58/16.36 any] : ? [v19: M_m_fun$] : ? [v20: M$] : ? [v21: M$] : % 115.58/16.36 (fun_app$v(v6, v9) = v19 & fun_app$u(v19, v10) = v20 & fun_app$u(v11, % 115.58/16.36 v20) = v21 & fun_app$s(v7, v9) = v17 & fun_app$s(v7, v8) = v15 & % 115.58/16.36 fun_app$g(v17, v10) = v18 & fun_app$g(v15, v9) = v16 & M_m_fun$(v19) & % 115.58/16.36 M_bool_fun$(v17) & M_bool_fun$(v15) & M$(v21) & M$(v20) & ( ~ (v18 = % 115.58/16.36 0) | ~ (v16 = 0) | v21 = v14))) & ! [v8: M$] : ! [v9: M$] : ! % 115.58/16.36 [v10: M$] : ! [v11: M_m_fun$] : ! [v12: M_m_fun$] : ! [v13: M$] : ! % 115.58/16.36 [v14: M$] : ( ~ (fun_app$v(v6, v9) = v12) | ~ (fun_app$v(v6, v8) = v11) | % 115.58/16.36 ~ (fun_app$u(v12, v10) = v13) | ~ (fun_app$u(v11, v13) = v14) | ~ % 115.58/16.36 M$(v10) | ~ M$(v9) | ~ M$(v8) | ? [v15: M_bool_fun$] : ? [v16: any] % 115.58/16.36 : ? [v17: M_bool_fun$] : ? [v18: any] : ? [v19: M$] : ? [v20: % 115.58/16.36 M_m_fun$] : ? [v21: M$] : (fun_app$v(v6, v19) = v20 & fun_app$u(v20, % 115.58/16.36 v10) = v21 & fun_app$u(v11, v9) = v19 & fun_app$s(v7, v9) = v17 & % 115.58/16.36 fun_app$s(v7, v8) = v15 & fun_app$g(v17, v10) = v18 & fun_app$g(v15, % 115.58/16.36 v9) = v16 & M_m_fun$(v20) & M_bool_fun$(v17) & M_bool_fun$(v15) & % 115.58/16.36 M$(v21) & M$(v19) & ( ~ (v18 = 0) | ~ (v16 = 0) | v21 = v14))) & ! % 115.58/16.36 [v8: M$] : ! [v9: O$] : ( ~ (fun_app$al(v4, v8) = v9) | ~ M$(v8) | ? % 115.58/16.36 [v10: any] : ? [v11: M_m_fun$] : ? [v12: M$] : ? [v13: M$] : % 115.58/16.36 (fun_app$af(v5, v9) = v12 & fun_app$v(v6, v8) = v11 & fun_app$u(v11, % 115.58/16.36 v12) = v13 & member$f(v8, v1) = v10 & M_m_fun$(v11) & M$(v13) & % 115.58/16.36 M$(v12) & ( ~ (v10 = 0) | v13 = v8))) & ! [v8: M$] : ! [v9: O$] : ( % 115.58/16.36 ~ (fun_app$al(v4, v8) = v9) | ~ M$(v8) | ? [v10: any] : ? [v11: any] % 115.58/16.36 : (member$f(v8, v1) = v10 & member$e(v9, v3) = v11 & ( ~ (v10 = 0) | v11 % 115.58/16.36 = 0))) & ! [v8: M$] : ! [v9: O$] : ( ~ (fun_app$al(v2, v8) = v9) | % 115.58/16.36 ~ M$(v8) | ? [v10: any] : ? [v11: M$] : ? [v12: M_m_fun$] : ? [v13: % 115.58/16.36 M$] : (fun_app$af(v5, v9) = v11 & fun_app$v(v6, v11) = v12 & % 115.58/16.36 fun_app$u(v12, v8) = v13 & member$f(v8, v1) = v10 & M_m_fun$(v12) & % 115.58/16.36 M$(v13) & M$(v11) & ( ~ (v10 = 0) | v13 = v8))) & ! [v8: M$] : ! % 115.58/16.36 [v9: O$] : ( ~ (fun_app$al(v2, v8) = v9) | ~ M$(v8) | ? [v10: any] : ? % 115.58/16.36 [v11: any] : (member$f(v8, v1) = v10 & member$e(v9, v3) = v11 & ( ~ (v10 % 115.58/16.36 = 0) | v11 = 0))) & ! [v8: O$] : ! [v9: M$] : ( ~ % 115.58/16.36 (fun_app$af(v5, v8) = v9) | ~ O$(v8) | ? [v10: any] : ? [v11: % 115.58/16.36 O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : ? [v13: any] : % 115.58/16.36 (mapsTo$(v0, v9) = v11 & fun_app$r(v11, v8) = v12 & member$e(v8, v3) = % 115.58/16.36 v10 & fun_app$f(v12, v8) = v13 & O_o_bool_fun_fun$(v11) & % 115.58/16.36 O_bool_fun$(v12) & ( ~ (v10 = 0) | v13 = 0))) & ! [v8: M$] : ! [v9: % 115.58/16.36 M_m_fun$] : ( ~ (fun_app$v(v6, v8) = v9) | ~ M$(v8) | ? [v10: any] : % 115.58/16.36 ? [v11: O$] : ? [v12: M$] : ? [v13: M$] : (fun_app$al(v4, v8) = v11 & % 115.58/16.36 fun_app$af(v5, v11) = v12 & fun_app$u(v9, v12) = v13 & member$f(v8, % 115.58/16.36 v1) = v10 & O$(v11) & M$(v13) & M$(v12) & ( ~ (v10 = 0) | v13 = % 115.58/16.36 v8))) & ! [v8: M$] : ( ~ (member$f(v8, v1) = 0) | ~ M$(v8) | ? % 115.58/16.36 [v9: M_m_fun$] : ? [v10: O$] : ? [v11: M$] : (fun_app$al(v4, v8) = v10 % 115.58/16.36 & fun_app$af(v5, v10) = v11 & fun_app$v(v6, v8) = v9 & fun_app$u(v9, % 115.58/16.36 v11) = v8 & M_m_fun$(v9) & O$(v10) & M$(v11))) & ! [v8: M$] : ( ~ % 115.58/16.36 (member$f(v8, v1) = 0) | ~ M$(v8) | ? [v9: O$] : ? [v10: M$] : ? % 115.58/16.36 [v11: M_m_fun$] : (fun_app$al(v2, v8) = v9 & fun_app$af(v5, v9) = v10 & % 115.58/16.36 fun_app$v(v6, v10) = v11 & fun_app$u(v11, v8) = v8 & M_m_fun$(v11) & % 115.58/16.36 O$(v9) & M$(v10))) & ! [v8: M$] : ( ~ (member$f(v8, v1) = 0) | ~ % 115.58/16.36 M$(v8) | ? [v9: O$] : (fun_app$al(v4, v8) = v9 & member$e(v9, v3) = 0 & % 115.58/16.36 O$(v9))) & ! [v8: M$] : ( ~ (member$f(v8, v1) = 0) | ~ M$(v8) | ? % 115.58/16.36 [v9: O$] : (fun_app$al(v2, v8) = v9 & member$e(v9, v3) = 0 & O$(v9))) & % 115.58/16.36 ! [v8: O$] : ( ~ (member$e(v8, v3) = 0) | ~ O$(v8) | ? [v9: M$] : ? % 115.58/16.36 [v10: O_o_bool_fun_fun$] : ? [v11: O_bool_fun$] : (fun_app$af(v5, v8) = % 115.58/16.36 v9 & mapsTo$(v0, v9) = v10 & fun_app$r(v10, v8) = v11 & fun_app$f(v11, % 115.58/16.36 v8) = 0 & O_o_bool_fun_fun$(v10) & O_bool_fun$(v11) & M$(v9))))) % 115.58/16.36 % 115.58/16.36 (axiom228) % 115.88/16.39 ! [v0: O_m_unit_Category_ext$] : ! [v1: int] : (v1 = 0 | ~ % 115.88/16.39 (category_axioms$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 115.88/16.39 M_set$] : ? [v3: M_o_fun$] : ? [v4: O_set$] : ? [v5: M_o_fun$] : ? % 115.88/16.39 [v6: O_m_fun$] : ? [v7: M_m_m_fun_fun$] : ? [v8: M_m_bool_fun_fun$] : ? % 115.88/16.39 [v9: M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : ? [v13: O$] : ? % 115.88/16.39 [v14: O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: int] : ? [v17: % 115.88/16.39 O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] : ? [v20: % 115.88/16.39 M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.88/16.39 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.88/16.39 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.88/16.39 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.88/16.39 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.88/16.39 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.88/16.39 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.88/16.39 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.88/16.39 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.88/16.39 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.88/16.39 [v62: int] : ? [v63: O$] : ? [v64: int] : (mor$(v0) = v2 & dom$(v0) = v3 & % 115.88/16.39 cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = v4 & comp$(v0) = v7 & % 115.88/16.39 compDefined$(v0) = v8 & M_set$(v2) & M_o_fun$(v5) & M_o_fun$(v3) & % 115.88/16.39 O_set$(v4) & M_m_bool_fun_fun$(v8) & O$(v51) & O$(v13) & O$(v11) & O$(v10) % 115.88/16.39 & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & % 115.88/16.39 M$(v12) & M$(v9) & O_m_fun$(v6) & M_m_m_fun_fun$(v7) & ((v62 = 0 & ~ (v64 % 115.88/16.39 = 0) & fun_app$al(v3, v61) = v63 & member$f(v61, v2) = 0 & % 115.88/16.39 member$e(v63, v4) = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & % 115.88/16.39 fun_app$al(v5, v57) = v59 & member$f(v57, v2) = 0 & member$e(v59, v4) % 115.88/16.39 = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & fun_app$af(v6, v51) = v53 % 115.88/16.39 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, v51) = v55 & member$e(v51, % 115.88/16.39 v4) = 0 & fun_app$f(v55, v51) = v56 & O_o_bool_fun_fun$(v54) & % 115.88/16.39 O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ (v50 = v45) & % 115.88/16.39 fun_app$al(v3, v45) = v47 & fun_app$af(v6, v47) = v48 & fun_app$v(v7, % 115.88/16.39 v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, v2) = 0 & % 115.88/16.39 M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & ~ (v44 = % 115.88/16.39 v39) & fun_app$al(v5, v39) = v42 & fun_app$af(v6, v42) = v43 & % 115.88/16.39 fun_app$v(v7, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.88/16.39 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.88/16.39 v29 = 0 & ~ (v38 = v35) & fun_app$v(v7, v33) = v34 & fun_app$v(v7, % 115.88/16.39 v26) = v36 & fun_app$v(v7, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.88/16.39 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.88/16.39 v26) = v33 & fun_app$s(v8, v26) = v30 & fun_app$s(v8, v25) = v28 & % 115.88/16.39 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.88/16.39 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.88/16.39 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.88/16.39 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.88/16.39 v9) = v14 & fun_app$v(v7, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.88/16.39 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.88/16.39 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.88/16.39 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.88/16.39 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.88/16.39 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.88/16.39 O_m_unit_Category_ext$] : ! [v1: M_set$] : ( ~ (mor$(v0) = v1) | ~ % 115.88/16.39 O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? [v3: O_set$] : ? [v4: % 115.88/16.39 M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: % 115.88/16.39 M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: % 115.88/16.39 O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: % 115.88/16.39 O_bool_fun$] : ? [v16: int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: % 115.88/16.39 O_bool_fun$] : ? [v19: int] : ? [v20: M_m_fun$] : ? [v21: M$] : ? % 115.88/16.39 [v22: O_o_bool_fun_fun$] : ? [v23: O_bool_fun$] : ? [v24: int] : ? [v25: % 115.88/16.39 M$] : ? [v26: M$] : ? [v27: M$] : ? [v28: M_bool_fun$] : ? [v29: int] % 115.88/16.39 : ? [v30: M_bool_fun$] : ? [v31: int] : ? [v32: M_m_fun$] : ? [v33: M$] % 115.88/16.39 : ? [v34: M_m_fun$] : ? [v35: M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? % 115.88/16.39 [v38: M$] : ? [v39: M$] : ? [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] % 115.88/16.39 : ? [v43: M$] : ? [v44: M$] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] % 115.88/16.39 : ? [v48: M$] : ? [v49: M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: % 115.88/16.39 int] : ? [v53: M$] : ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] % 115.88/16.39 : ? [v56: int] : ? [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: % 115.88/16.39 int] : ? [v61: M$] : ? [v62: int] : ? [v63: O$] : ? [v64: int] : % 115.88/16.39 (category_axioms$(v0) = v8 & dom$(v0) = v2 & cod$(v0) = v4 & id$(v0) = v5 & % 115.88/16.39 obj$(v0) = v3 & comp$(v0) = v6 & compDefined$(v0) = v7 & M_o_fun$(v4) & % 115.88/16.39 M_o_fun$(v2) & O_set$(v3) & M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & % 115.88/16.39 O$(v11) & O$(v10) & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & % 115.88/16.39 M$(v26) & M$(v25) & M$(v12) & M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & % 115.88/16.39 (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & fun_app$al(v2, v61) = v63 & % 115.88/16.39 member$f(v61, v1) = 0 & member$e(v63, v3) = v64 & O$(v63)) | (v58 = 0 % 115.88/16.39 & ~ (v60 = 0) & fun_app$al(v4, v57) = v59 & member$f(v57, v1) = 0 & % 115.88/16.39 member$e(v59, v3) = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & % 115.88/16.39 fun_app$af(v5, v51) = v53 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, % 115.88/16.39 v51) = v55 & member$e(v51, v3) = 0 & fun_app$f(v55, v51) = v56 & % 115.88/16.39 O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ % 115.88/16.39 (v50 = v45) & fun_app$al(v2, v45) = v47 & fun_app$af(v5, v47) = v48 & % 115.88/16.39 fun_app$v(v6, v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, % 115.88/16.39 v1) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & % 115.88/16.39 ~ (v44 = v39) & fun_app$al(v4, v39) = v42 & fun_app$af(v5, v42) = v43 % 115.88/16.39 & fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.88/16.39 v1) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.88/16.39 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.88/16.39 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.88/16.39 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.88/16.39 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.88/16.39 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.88/16.39 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.88/16.39 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.88/16.39 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.88/16.39 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.88/16.39 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.88/16.39 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.88/16.39 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.88/16.39 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.88/16.39 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.88/16.39 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (dom$(v0) = v1) | ~ % 115.88/16.39 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: O_set$] : ? [v4: % 115.88/16.39 M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: % 115.88/16.39 M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: % 115.88/16.39 O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: % 115.88/16.39 O_bool_fun$] : ? [v16: int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: % 115.88/16.39 O_bool_fun$] : ? [v19: int] : ? [v20: M_m_fun$] : ? [v21: M$] : ? % 115.88/16.39 [v22: O_o_bool_fun_fun$] : ? [v23: O_bool_fun$] : ? [v24: int] : ? [v25: % 115.88/16.39 M$] : ? [v26: M$] : ? [v27: M$] : ? [v28: M_bool_fun$] : ? [v29: int] % 115.88/16.39 : ? [v30: M_bool_fun$] : ? [v31: int] : ? [v32: M_m_fun$] : ? [v33: M$] % 115.88/16.39 : ? [v34: M_m_fun$] : ? [v35: M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? % 115.88/16.39 [v38: M$] : ? [v39: M$] : ? [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] % 115.88/16.39 : ? [v43: M$] : ? [v44: M$] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] % 115.88/16.39 : ? [v48: M$] : ? [v49: M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: % 115.88/16.39 int] : ? [v53: M$] : ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] % 115.88/16.39 : ? [v56: int] : ? [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: % 115.88/16.39 int] : ? [v61: M$] : ? [v62: int] : ? [v63: O$] : ? [v64: int] : % 115.88/16.39 (category_axioms$(v0) = v8 & mor$(v0) = v2 & cod$(v0) = v4 & id$(v0) = v5 & % 115.88/16.39 obj$(v0) = v3 & comp$(v0) = v6 & compDefined$(v0) = v7 & M_set$(v2) & % 115.88/16.39 M_o_fun$(v4) & O_set$(v3) & M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & % 115.88/16.39 O$(v11) & O$(v10) & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & % 115.88/16.39 M$(v26) & M$(v25) & M$(v12) & M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & % 115.88/16.39 (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & fun_app$al(v1, v61) = v63 & % 115.88/16.39 member$f(v61, v2) = 0 & member$e(v63, v3) = v64 & O$(v63)) | (v58 = 0 % 115.88/16.39 & ~ (v60 = 0) & fun_app$al(v4, v57) = v59 & member$f(v57, v2) = 0 & % 115.88/16.39 member$e(v59, v3) = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & % 115.88/16.39 fun_app$af(v5, v51) = v53 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, % 115.88/16.39 v51) = v55 & member$e(v51, v3) = 0 & fun_app$f(v55, v51) = v56 & % 115.88/16.39 O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ % 115.88/16.39 (v50 = v45) & fun_app$al(v1, v45) = v47 & fun_app$af(v5, v47) = v48 & % 115.88/16.39 fun_app$v(v6, v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, % 115.88/16.39 v2) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & % 115.88/16.39 ~ (v44 = v39) & fun_app$al(v4, v39) = v42 & fun_app$af(v5, v42) = v43 % 115.88/16.39 & fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.88/16.39 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.88/16.39 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.88/16.39 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.88/16.39 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.88/16.39 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.88/16.39 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.88/16.39 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.88/16.39 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.88/16.39 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.88/16.39 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.88/16.39 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.88/16.39 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.88/16.39 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.88/16.39 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.88/16.39 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.88/16.39 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (cod$(v0) = v1) | ~ % 115.88/16.39 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.88/16.39 O_set$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: % 115.88/16.39 M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: % 115.88/16.39 O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: % 115.88/16.39 O_bool_fun$] : ? [v16: int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: % 115.88/16.39 O_bool_fun$] : ? [v19: int] : ? [v20: M_m_fun$] : ? [v21: M$] : ? % 115.88/16.39 [v22: O_o_bool_fun_fun$] : ? [v23: O_bool_fun$] : ? [v24: int] : ? [v25: % 115.88/16.39 M$] : ? [v26: M$] : ? [v27: M$] : ? [v28: M_bool_fun$] : ? [v29: int] % 115.88/16.39 : ? [v30: M_bool_fun$] : ? [v31: int] : ? [v32: M_m_fun$] : ? [v33: M$] % 115.88/16.39 : ? [v34: M_m_fun$] : ? [v35: M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? % 115.88/16.39 [v38: M$] : ? [v39: M$] : ? [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] % 115.88/16.39 : ? [v43: M$] : ? [v44: M$] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] % 115.88/16.39 : ? [v48: M$] : ? [v49: M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: % 115.88/16.39 int] : ? [v53: M$] : ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] % 115.88/16.39 : ? [v56: int] : ? [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: % 115.88/16.39 int] : ? [v61: M$] : ? [v62: int] : ? [v63: O$] : ? [v64: int] : % 115.88/16.39 (category_axioms$(v0) = v8 & mor$(v0) = v2 & dom$(v0) = v3 & id$(v0) = v5 & % 115.88/16.39 obj$(v0) = v4 & comp$(v0) = v6 & compDefined$(v0) = v7 & M_set$(v2) & % 115.88/16.39 M_o_fun$(v3) & O_set$(v4) & M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & % 115.88/16.39 O$(v11) & O$(v10) & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & % 115.88/16.39 M$(v26) & M$(v25) & M$(v12) & M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & % 115.88/16.39 (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & fun_app$al(v3, v61) = v63 & % 115.88/16.39 member$f(v61, v2) = 0 & member$e(v63, v4) = v64 & O$(v63)) | (v58 = 0 % 115.88/16.39 & ~ (v60 = 0) & fun_app$al(v1, v57) = v59 & member$f(v57, v2) = 0 & % 115.88/16.39 member$e(v59, v4) = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & % 115.88/16.39 fun_app$af(v5, v51) = v53 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, % 115.88/16.39 v51) = v55 & member$e(v51, v4) = 0 & fun_app$f(v55, v51) = v56 & % 115.88/16.39 O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ % 115.88/16.39 (v50 = v45) & fun_app$al(v3, v45) = v47 & fun_app$af(v5, v47) = v48 & % 115.88/16.39 fun_app$v(v6, v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, % 115.88/16.39 v2) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & % 115.88/16.39 ~ (v44 = v39) & fun_app$al(v1, v39) = v42 & fun_app$af(v5, v42) = v43 % 115.88/16.39 & fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.88/16.39 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.88/16.39 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.88/16.39 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.88/16.39 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.88/16.39 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.88/16.39 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.88/16.39 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.88/16.39 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.88/16.39 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.88/16.39 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.88/16.39 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.88/16.39 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.88/16.39 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.88/16.39 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.88/16.39 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.88/16.39 O_m_unit_Category_ext$] : ! [v1: O_m_fun$] : ( ~ (id$(v0) = v1) | ~ % 115.88/16.39 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.88/16.39 O_set$] : ? [v5: M_o_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: % 115.88/16.39 M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: % 115.88/16.39 O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: % 115.88/16.39 O_bool_fun$] : ? [v16: int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: % 115.88/16.39 O_bool_fun$] : ? [v19: int] : ? [v20: M_m_fun$] : ? [v21: M$] : ? % 115.88/16.39 [v22: O_o_bool_fun_fun$] : ? [v23: O_bool_fun$] : ? [v24: int] : ? [v25: % 115.88/16.39 M$] : ? [v26: M$] : ? [v27: M$] : ? [v28: M_bool_fun$] : ? [v29: int] % 115.88/16.39 : ? [v30: M_bool_fun$] : ? [v31: int] : ? [v32: M_m_fun$] : ? [v33: M$] % 115.88/16.39 : ? [v34: M_m_fun$] : ? [v35: M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? % 115.88/16.39 [v38: M$] : ? [v39: M$] : ? [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] % 115.88/16.39 : ? [v43: M$] : ? [v44: M$] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] % 115.88/16.39 : ? [v48: M$] : ? [v49: M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: % 115.88/16.39 int] : ? [v53: M$] : ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] % 115.88/16.39 : ? [v56: int] : ? [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: % 115.88/16.39 int] : ? [v61: M$] : ? [v62: int] : ? [v63: O$] : ? [v64: int] : % 115.88/16.39 (category_axioms$(v0) = v8 & mor$(v0) = v2 & dom$(v0) = v3 & cod$(v0) = v5 & % 115.88/16.39 obj$(v0) = v4 & comp$(v0) = v6 & compDefined$(v0) = v7 & M_set$(v2) & % 115.88/16.39 M_o_fun$(v5) & M_o_fun$(v3) & O_set$(v4) & M_m_bool_fun_fun$(v7) & O$(v51) % 115.88/16.39 & O$(v13) & O$(v11) & O$(v10) & M$(v61) & M$(v57) & M$(v45) & M$(v39) & % 115.88/16.39 M$(v27) & M$(v26) & M$(v25) & M$(v12) & M$(v9) & M_m_m_fun_fun$(v6) & (v8 % 115.88/16.39 = 0 | (v62 = 0 & ~ (v64 = 0) & fun_app$al(v3, v61) = v63 & % 115.88/16.39 member$f(v61, v2) = 0 & member$e(v63, v4) = v64 & O$(v63)) | (v58 = 0 % 115.88/16.39 & ~ (v60 = 0) & fun_app$al(v5, v57) = v59 & member$f(v57, v2) = 0 & % 115.88/16.39 member$e(v59, v4) = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & % 115.88/16.39 fun_app$af(v1, v51) = v53 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, % 115.88/16.39 v51) = v55 & member$e(v51, v4) = 0 & fun_app$f(v55, v51) = v56 & % 115.88/16.39 O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ % 115.88/16.39 (v50 = v45) & fun_app$al(v3, v45) = v47 & fun_app$af(v1, v47) = v48 & % 115.88/16.39 fun_app$v(v6, v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, % 115.88/16.39 v2) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & % 115.88/16.39 ~ (v44 = v39) & fun_app$al(v5, v39) = v42 & fun_app$af(v1, v42) = v43 % 115.88/16.39 & fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.88/16.39 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.88/16.39 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.88/16.39 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.88/16.39 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.88/16.39 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.88/16.39 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.88/16.39 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.88/16.39 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.88/16.39 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.88/16.39 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.88/16.39 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.88/16.39 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.88/16.39 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.88/16.39 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.88/16.39 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.88/16.39 O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = v1) | ~ % 115.88/16.39 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.88/16.39 M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: % 115.88/16.39 M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: % 115.88/16.39 O$] : ? [v12: M$] : ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: % 115.88/16.39 O_bool_fun$] : ? [v16: int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: % 115.88/16.39 O_bool_fun$] : ? [v19: int] : ? [v20: M_m_fun$] : ? [v21: M$] : ? % 115.88/16.39 [v22: O_o_bool_fun_fun$] : ? [v23: O_bool_fun$] : ? [v24: int] : ? [v25: % 115.88/16.39 M$] : ? [v26: M$] : ? [v27: M$] : ? [v28: M_bool_fun$] : ? [v29: int] % 115.88/16.39 : ? [v30: M_bool_fun$] : ? [v31: int] : ? [v32: M_m_fun$] : ? [v33: M$] % 115.88/16.39 : ? [v34: M_m_fun$] : ? [v35: M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? % 115.88/16.39 [v38: M$] : ? [v39: M$] : ? [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] % 115.88/16.39 : ? [v43: M$] : ? [v44: M$] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] % 115.88/16.39 : ? [v48: M$] : ? [v49: M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: % 115.88/16.39 int] : ? [v53: M$] : ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] % 115.88/16.39 : ? [v56: int] : ? [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: % 115.88/16.39 int] : ? [v61: M$] : ? [v62: int] : ? [v63: O$] : ? [v64: int] : % 115.88/16.39 (category_axioms$(v0) = v8 & mor$(v0) = v2 & dom$(v0) = v3 & cod$(v0) = v4 & % 115.88/16.39 id$(v0) = v5 & comp$(v0) = v6 & compDefined$(v0) = v7 & M_set$(v2) & % 115.88/16.39 M_o_fun$(v4) & M_o_fun$(v3) & M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & % 115.88/16.39 O$(v11) & O$(v10) & M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & % 115.88/16.39 M$(v26) & M$(v25) & M$(v12) & M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & % 115.88/16.39 (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & fun_app$al(v3, v61) = v63 & % 115.88/16.39 member$f(v61, v2) = 0 & member$e(v63, v1) = v64 & O$(v63)) | (v58 = 0 % 115.88/16.39 & ~ (v60 = 0) & fun_app$al(v4, v57) = v59 & member$f(v57, v2) = 0 & % 115.88/16.39 member$e(v59, v1) = v60 & O$(v59)) | (v52 = 0 & ~ (v56 = 0) & % 115.88/16.39 fun_app$af(v5, v51) = v53 & mapsTo$(v0, v53) = v54 & fun_app$r(v54, % 115.88/16.39 v51) = v55 & member$e(v51, v1) = 0 & fun_app$f(v55, v51) = v56 & % 115.88/16.39 O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | (v46 = 0 & ~ % 115.88/16.39 (v50 = v45) & fun_app$al(v3, v45) = v47 & fun_app$af(v5, v47) = v48 & % 115.88/16.39 fun_app$v(v6, v48) = v49 & fun_app$u(v49, v45) = v50 & member$f(v45, % 115.88/16.39 v2) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & % 115.88/16.39 ~ (v44 = v39) & fun_app$al(v4, v39) = v42 & fun_app$af(v5, v42) = v43 % 115.88/16.39 & fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & member$f(v39, % 115.88/16.39 v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | (v31 = 0 & % 115.88/16.39 v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, v33) = v34 & fun_app$v(v6, % 115.88/16.39 v26) = v36 & fun_app$v(v6, v25) = v32 & fun_app$u(v36, v27) = v37 & % 115.88/16.39 fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & fun_app$u(v32, % 115.88/16.39 v26) = v33 & fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 115.88/16.39 fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & M_m_fun$(v36) & % 115.88/16.39 M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & M_bool_fun$(v28) & % 115.88/16.39 M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 % 115.88/16.39 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 115.88/16.39 v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = v21 & % 115.88/16.39 fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & fun_app$r(v14, % 115.88/16.39 v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, v13) = 0 & % 115.88/16.39 fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 115.88/16.40 O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & % 115.88/16.40 O_bool_fun$(v18) & O_bool_fun$(v15) & M$(v21))))) & ! [v0: % 115.88/16.40 O_m_unit_Category_ext$] : ! [v1: M_m_m_fun_fun$] : ( ~ (comp$(v0) = v1) | % 115.88/16.40 ~ O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.88/16.40 O_set$] : ? [v5: M_o_fun$] : ? [v6: O_m_fun$] : ? [v7: % 115.88/16.40 M_m_bool_fun_fun$] : ? [v8: any] : ? [v9: M$] : ? [v10: M$] : ? [v11: % 115.88/16.40 M$] : ? [v12: M_bool_fun$] : ? [v13: int] : ? [v14: M_bool_fun$] : ? % 115.88/16.40 [v15: int] : ? [v16: M_m_fun$] : ? [v17: M$] : ? [v18: M_m_fun$] : ? % 115.88/16.40 [v19: M$] : ? [v20: M_m_fun$] : ? [v21: M$] : ? [v22: M$] : ? [v23: M$] % 115.88/16.40 : ? [v24: int] : ? [v25: M_m_fun$] : ? [v26: O$] : ? [v27: M$] : ? % 115.88/16.40 [v28: M$] : ? [v29: M$] : ? [v30: int] : ? [v31: O$] : ? [v32: M$] : ? % 115.88/16.40 [v33: M_m_fun$] : ? [v34: M$] : ? [v35: O$] : ? [v36: int] : ? [v37: M$] % 115.88/16.40 : ? [v38: O_o_bool_fun_fun$] : ? [v39: O_bool_fun$] : ? [v40: int] : ? % 115.88/16.40 [v41: M$] : ? [v42: int] : ? [v43: O$] : ? [v44: int] : ? [v45: M$] : ? % 115.88/16.40 [v46: int] : ? [v47: O$] : ? [v48: int] : ? [v49: M$] : ? [v50: O$] : ? % 115.88/16.40 [v51: O$] : ? [v52: M$] : ? [v53: O$] : ? [v54: O_o_bool_fun_fun$] : ? % 115.88/16.40 [v55: O_bool_fun$] : ? [v56: int] : ? [v57: O_o_bool_fun_fun$] : ? [v58: % 115.88/16.40 O_bool_fun$] : ? [v59: int] : ? [v60: M_m_fun$] : ? [v61: M$] : ? % 115.88/16.40 [v62: O_o_bool_fun_fun$] : ? [v63: O_bool_fun$] : ? [v64: int] : (O$(v53) % 115.88/16.40 & O$(v51) & O$(v50) & O$(v35) & M$(v52) & M$(v49) & M$(v45) & M$(v41) & % 115.88/16.40 M$(v29) & M$(v23) & M$(v11) & M$(v10) & M$(v9) & ((v59 = 0 & v56 = 0 & ~ % 115.88/16.40 (v64 = 0) & mapsTo$(v0, v61) = v62 & mapsTo$(v0, v52) = v57 & % 115.88/16.40 mapsTo$(v0, v49) = v54 & fun_app$v(v1, v49) = v60 & fun_app$u(v60, % 115.88/16.40 v52) = v61 & fun_app$r(v62, v50) = v63 & fun_app$r(v57, v51) = v58 & % 115.88/16.40 fun_app$r(v54, v50) = v55 & fun_app$f(v63, v53) = v64 & fun_app$f(v58, % 115.88/16.40 v53) = 0 & fun_app$f(v55, v51) = 0 & M_m_fun$(v60) & % 115.88/16.40 O_o_bool_fun_fun$(v62) & O_o_bool_fun_fun$(v57) & % 115.88/16.40 O_o_bool_fun_fun$(v54) & O_bool_fun$(v63) & O_bool_fun$(v58) & % 115.88/16.40 O_bool_fun$(v55) & M$(v61)) | (category_axioms$(v0) = v8 & mor$(v0) = % 115.88/16.40 v2 & dom$(v0) = v3 & cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = v4 & % 115.88/16.40 compDefined$(v0) = v7 & M_set$(v2) & M_o_fun$(v5) & M_o_fun$(v3) & % 115.88/16.40 O_set$(v4) & M_m_bool_fun_fun$(v7) & O_m_fun$(v6) & (v8 = 0 | (v46 = 0 % 115.88/16.40 & ~ (v48 = 0) & fun_app$al(v3, v45) = v47 & member$f(v45, v2) = 0 % 115.88/16.40 & member$e(v47, v4) = v48 & O$(v47)) | (v42 = 0 & ~ (v44 = 0) & % 115.88/16.40 fun_app$al(v5, v41) = v43 & member$f(v41, v2) = 0 & member$e(v43, % 115.88/16.40 v4) = v44 & O$(v43)) | (v36 = 0 & ~ (v40 = 0) & fun_app$af(v6, % 115.88/16.40 v35) = v37 & mapsTo$(v0, v37) = v38 & fun_app$r(v38, v35) = v39 % 115.88/16.40 & member$e(v35, v4) = 0 & fun_app$f(v39, v35) = v40 & % 115.88/16.40 O_o_bool_fun_fun$(v38) & O_bool_fun$(v39) & M$(v37)) | (v30 = 0 & % 115.88/16.40 ~ (v34 = v29) & fun_app$al(v3, v29) = v31 & fun_app$af(v6, v31) = % 115.88/16.40 v32 & fun_app$v(v1, v32) = v33 & fun_app$u(v33, v29) = v34 & % 115.88/16.40 member$f(v29, v2) = 0 & M_m_fun$(v33) & O$(v31) & M$(v34) & % 115.88/16.40 M$(v32)) | (v24 = 0 & ~ (v28 = v23) & fun_app$al(v5, v23) = v26 & % 115.88/16.40 fun_app$af(v6, v26) = v27 & fun_app$v(v1, v23) = v25 & % 115.88/16.40 fun_app$u(v25, v27) = v28 & member$f(v23, v2) = 0 & M_m_fun$(v25) % 115.88/16.40 & O$(v26) & M$(v28) & M$(v27)) | (v15 = 0 & v13 = 0 & ~ (v22 = % 115.88/16.40 v19) & fun_app$v(v1, v17) = v18 & fun_app$v(v1, v10) = v20 & % 115.88/16.40 fun_app$v(v1, v9) = v16 & fun_app$u(v20, v11) = v21 & % 115.88/16.40 fun_app$u(v18, v11) = v19 & fun_app$u(v16, v21) = v22 & % 115.88/16.40 fun_app$u(v16, v10) = v17 & fun_app$s(v7, v10) = v14 & % 115.88/16.40 fun_app$s(v7, v9) = v12 & fun_app$g(v14, v11) = 0 & fun_app$g(v12, % 115.88/16.40 v10) = 0 & M_m_fun$(v20) & M_m_fun$(v18) & M_m_fun$(v16) & % 115.88/16.40 M_bool_fun$(v14) & M_bool_fun$(v12) & M$(v22) & M$(v21) & M$(v19) % 115.88/16.40 & M$(v17))))))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.88/16.40 M_m_bool_fun_fun$] : ( ~ (compDefined$(v0) = v1) | ~ % 115.88/16.40 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.88/16.40 O_set$] : ? [v5: M_o_fun$] : ? [v6: O_m_fun$] : ? [v7: M_m_m_fun_fun$] % 115.88/16.40 : ? [v8: any] : ? [v9: M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : % 115.88/16.40 ? [v13: O$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: % 115.88/16.40 int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? [v19: int] % 115.88/16.40 : ? [v20: M_m_fun$] : ? [v21: M$] : ? [v22: O_o_bool_fun_fun$] : ? [v23: % 115.88/16.40 O_bool_fun$] : ? [v24: int] : ? [v25: M$] : ? [v26: M$] : ? [v27: M$] % 115.88/16.40 : ? [v28: M_bool_fun$] : ? [v29: int] : ? [v30: M_bool_fun$] : ? [v31: % 115.88/16.40 int] : ? [v32: M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: % 115.88/16.40 M$] : ? [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 115.88/16.40 [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? [v44: M$] % 115.88/16.40 : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: M$] : ? [v49: % 115.88/16.40 M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: int] : ? [v53: M$] : % 115.88/16.40 ? [v54: O_o_bool_fun_fun$] : ? [v55: O_bool_fun$] : ? [v56: int] : ? % 115.88/16.40 [v57: M$] : ? [v58: int] : ? [v59: O$] : ? [v60: int] : ? [v61: M$] : ? % 115.88/16.40 [v62: int] : ? [v63: O$] : ? [v64: int] : (category_axioms$(v0) = v8 & % 115.88/16.40 mor$(v0) = v2 & dom$(v0) = v3 & cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = % 115.88/16.40 v4 & comp$(v0) = v7 & M_set$(v2) & M_o_fun$(v5) & M_o_fun$(v3) & % 115.88/16.40 O_set$(v4) & O$(v51) & O$(v13) & O$(v11) & O$(v10) & M$(v61) & M$(v57) & % 115.88/16.40 M$(v45) & M$(v39) & M$(v27) & M$(v26) & M$(v25) & M$(v12) & M$(v9) & % 115.88/16.40 O_m_fun$(v6) & M_m_m_fun_fun$(v7) & (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & % 115.88/16.40 fun_app$al(v3, v61) = v63 & member$f(v61, v2) = 0 & member$e(v63, v4) % 115.88/16.40 = v64 & O$(v63)) | (v58 = 0 & ~ (v60 = 0) & fun_app$al(v5, v57) = v59 % 115.88/16.40 & member$f(v57, v2) = 0 & member$e(v59, v4) = v60 & O$(v59)) | (v52 = % 115.88/16.40 0 & ~ (v56 = 0) & fun_app$af(v6, v51) = v53 & mapsTo$(v0, v53) = v54 % 115.88/16.40 & fun_app$r(v54, v51) = v55 & member$e(v51, v4) = 0 & fun_app$f(v55, % 115.88/16.40 v51) = v56 & O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | % 115.88/16.40 (v46 = 0 & ~ (v50 = v45) & fun_app$al(v3, v45) = v47 & fun_app$af(v6, % 115.88/16.40 v47) = v48 & fun_app$v(v7, v48) = v49 & fun_app$u(v49, v45) = v50 & % 115.88/16.40 member$f(v45, v2) = 0 & M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | % 115.88/16.40 (v40 = 0 & ~ (v44 = v39) & fun_app$al(v5, v39) = v42 & fun_app$af(v6, % 115.88/16.40 v42) = v43 & fun_app$v(v7, v39) = v41 & fun_app$u(v41, v43) = v44 & % 115.88/16.40 member$f(v39, v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & M$(v43)) | % 115.88/16.40 (v31 = 0 & v29 = 0 & ~ (v38 = v35) & fun_app$v(v7, v33) = v34 & % 115.88/16.40 fun_app$v(v7, v26) = v36 & fun_app$v(v7, v25) = v32 & fun_app$u(v36, % 115.88/16.40 v27) = v37 & fun_app$u(v34, v27) = v35 & fun_app$u(v32, v37) = v38 & % 115.88/16.40 fun_app$u(v32, v26) = v33 & fun_app$s(v1, v26) = v30 & fun_app$s(v1, % 115.88/16.40 v25) = v28 & fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & % 115.88/16.40 M_m_fun$(v36) & M_m_fun$(v34) & M_m_fun$(v32) & M_bool_fun$(v30) & % 115.88/16.40 M_bool_fun$(v28) & M$(v38) & M$(v37) & M$(v35) & M$(v33)) | (v19 = 0 & % 115.88/16.40 v16 = 0 & ~ (v24 = 0) & mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = % 115.88/16.40 v17 & mapsTo$(v0, v9) = v14 & fun_app$v(v7, v9) = v20 & fun_app$u(v20, % 115.88/16.40 v12) = v21 & fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & % 115.88/16.40 fun_app$r(v14, v10) = v15 & fun_app$f(v23, v13) = v24 & fun_app$f(v18, % 115.88/16.40 v13) = 0 & fun_app$f(v15, v11) = 0 & M_m_fun$(v20) & % 115.88/16.40 O_o_bool_fun_fun$(v22) & O_o_bool_fun_fun$(v17) & % 115.88/16.40 O_o_bool_fun_fun$(v14) & O_bool_fun$(v23) & O_bool_fun$(v18) & % 115.88/16.40 O_bool_fun$(v15) & M$(v21))))) % 115.88/16.40 % 115.88/16.40 (axiom231) % 115.88/16.40 ! [v0: O_m_unit_Category_ext$] : ! [v1: Unit$] : ( ~ (more$a(v0) = v1) | ~ % 115.88/16.40 O_m_unit_Category_ext$(v0) | ? [v2: O_set$] : ? [v3: M_set$] : ? [v4: % 115.88/16.40 M_o_fun$] : ? [v5: M_o_fun$] : ? [v6: O_m_fun$] : ? [v7: % 115.88/16.40 M_m_m_fun_fun$] : (category_ext$(v2, v3, v4, v5, v6, v7, v1) = v0 & % 115.88/16.40 mor$(v0) = v3 & dom$(v0) = v4 & cod$(v0) = v5 & id$(v0) = v6 & obj$(v0) = % 115.88/16.40 v2 & comp$(v0) = v7 & M_set$(v3) & M_o_fun$(v5) & M_o_fun$(v4) & % 115.88/16.40 O_set$(v2) & O_m_fun$(v6) & M_m_m_fun_fun$(v7))) & ! [v0: % 115.88/16.40 O_m_unit_Category_ext$] : ! [v1: M_set$] : ( ~ (mor$(v0) = v1) | ~ % 115.88/16.40 O_m_unit_Category_ext$(v0) | ? [v2: O_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.88/16.40 M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: Unit$] : % 115.88/16.40 (category_ext$(v2, v1, v3, v4, v5, v6, v7) = v0 & more$a(v0) = v7 & dom$(v0) % 115.88/16.40 = v3 & cod$(v0) = v4 & id$(v0) = v5 & obj$(v0) = v2 & comp$(v0) = v6 & % 115.88/16.40 Unit$(v7) & M_o_fun$(v4) & M_o_fun$(v3) & O_set$(v2) & O_m_fun$(v5) & % 115.88/16.40 M_m_m_fun_fun$(v6))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: M_o_fun$] % 115.88/16.40 : ( ~ (dom$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: O_set$] : ? % 115.88/16.40 [v3: M_set$] : ? [v4: M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: % 115.88/16.40 M_m_m_fun_fun$] : ? [v7: Unit$] : (category_ext$(v2, v3, v1, v4, v5, v6, % 115.88/16.40 v7) = v0 & more$a(v0) = v7 & mor$(v0) = v3 & cod$(v0) = v4 & id$(v0) = % 115.88/16.40 v5 & obj$(v0) = v2 & comp$(v0) = v6 & Unit$(v7) & M_set$(v3) & % 115.88/16.40 M_o_fun$(v4) & O_set$(v2) & O_m_fun$(v5) & M_m_m_fun_fun$(v6))) & ! [v0: % 115.88/16.40 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (cod$(v0) = v1) | ~ % 115.88/16.40 O_m_unit_Category_ext$(v0) | ? [v2: O_set$] : ? [v3: M_set$] : ? [v4: % 115.88/16.40 M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: Unit$] : % 115.88/16.40 (category_ext$(v2, v3, v4, v1, v5, v6, v7) = v0 & more$a(v0) = v7 & mor$(v0) % 115.88/16.40 = v3 & dom$(v0) = v4 & id$(v0) = v5 & obj$(v0) = v2 & comp$(v0) = v6 & % 115.88/16.40 Unit$(v7) & M_set$(v3) & M_o_fun$(v4) & O_set$(v2) & O_m_fun$(v5) & % 115.88/16.40 M_m_m_fun_fun$(v6))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: O_m_fun$] % 115.88/16.40 : ( ~ (id$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: O_set$] : ? % 115.88/16.40 [v3: M_set$] : ? [v4: M_o_fun$] : ? [v5: M_o_fun$] : ? [v6: % 115.88/16.40 M_m_m_fun_fun$] : ? [v7: Unit$] : (category_ext$(v2, v3, v4, v5, v1, v6, % 115.88/16.40 v7) = v0 & more$a(v0) = v7 & mor$(v0) = v3 & dom$(v0) = v4 & cod$(v0) = % 115.88/16.40 v5 & obj$(v0) = v2 & comp$(v0) = v6 & Unit$(v7) & M_set$(v3) & % 115.88/16.40 M_o_fun$(v5) & M_o_fun$(v4) & O_set$(v2) & M_m_m_fun_fun$(v6))) & ! [v0: % 115.88/16.40 O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = v1) | ~ % 115.88/16.40 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun$] : ? [v4: % 115.88/16.40 M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: M_m_m_fun_fun$] : ? [v7: Unit$] : % 115.88/16.40 (category_ext$(v1, v2, v3, v4, v5, v6, v7) = v0 & more$a(v0) = v7 & mor$(v0) % 115.88/16.40 = v2 & dom$(v0) = v3 & cod$(v0) = v4 & id$(v0) = v5 & comp$(v0) = v6 & % 115.88/16.40 Unit$(v7) & M_set$(v2) & M_o_fun$(v4) & M_o_fun$(v3) & O_m_fun$(v5) & % 115.88/16.40 M_m_m_fun_fun$(v6))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 115.88/16.40 M_m_m_fun_fun$] : ( ~ (comp$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? % 115.88/16.40 [v2: O_set$] : ? [v3: M_set$] : ? [v4: M_o_fun$] : ? [v5: M_o_fun$] : ? % 115.88/16.40 [v6: O_m_fun$] : ? [v7: Unit$] : (category_ext$(v2, v3, v4, v5, v6, v1, v7) % 115.88/16.40 = v0 & more$a(v0) = v7 & mor$(v0) = v3 & dom$(v0) = v4 & cod$(v0) = v5 & % 115.88/16.40 id$(v0) = v6 & obj$(v0) = v2 & Unit$(v7) & M_set$(v3) & M_o_fun$(v5) & % 115.88/16.40 M_o_fun$(v4) & O_set$(v2) & O_m_fun$(v6))) % 115.88/16.40 % 115.88/16.40 (axiom25) % 115.88/16.40 O_m_IType$(i$a) & M_o_m_IType_fun$(iMor$) & ? [v0: M$] : (fun_app$ac(iMor$, % 115.88/16.40 v0) = i$a & M$(v0)) % 115.88/16.40 % 115.88/16.40 (axiom26) % 115.88/16.40 interpretation$(i$) = 0 & T_f_o_m_unit_Interpretation_ext$(i$) % 115.88/16.40 % 115.88/16.40 (axiom28) % 115.88/16.40 T_f_o_m_unit_Interpretation_ext$(i$) & T$(b$a) & T$(a$) & O_m_IType$(i$a) & % 115.88/16.40 T_f_Expression$(ea$) & T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & % 115.88/16.40 ? [v0: T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: T_t_f_Language_fun$] % 115.88/16.40 : ? [v2: T_f_Language$] : (fun_app$z(term$, a$) = v0 & fun_app$y(v0, ea$) = % 115.88/16.40 v1 & fun_app$x(v1, b$a) = v2 & interp$(i$, v2, i$a) = 0 & T_f_Language$(v2) % 115.88/16.40 & T_f_Expression_t_t_f_Language_fun_fun$(v0) & T_t_f_Language_fun$(v1)) % 115.88/16.40 % 115.88/16.40 (axiom298) % 116.03/16.42 ! [v0: O_m_unit_Category_ext$] : ! [v1: int] : (v1 = 0 | ~ % 116.03/16.42 (extCategory$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] % 116.03/16.42 : ? [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] % 116.03/16.42 : ? [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_set$] : ? [v10: % 116.03/16.42 O_m_fun_set$] : ? [v11: any] : ? [v12: M_m_m_fun_fun$] : ? [v13: % 116.03/16.42 M_m_prod_m_fun$] : ? [v14: M_m_prod_bool_fun$] : ? [v15: M_m_prod_set$] % 116.03/16.42 : ? [v16: M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 % 116.03/16.42 & extensional$a(v9) = v10 & extensional$(v3) = v4 & mor$(v0) = v3 & % 116.03/16.42 dom$(v0) = v2 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = v9 & comp$(v0) = % 116.03/16.42 v12 & case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.03/16.42 member$c(v6, v4) = v7 & member$c(v2, v4) = v5 & member$b(v8, v10) = v11 & % 116.03/16.42 member$a(v13, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v4) & % 116.03/16.42 O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & M_set$(v3) & M_o_fun$(v6) & % 116.03/16.42 M_o_fun$(v2) & O_set$(v9) & M_m_prod_m_fun_set$(v16) & O_m_fun$(v8) & % 116.03/16.42 M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v17 = 0) | ~ (v11 = 0) % 116.03/16.42 | ~ (v7 = 0) | ~ (v5 = 0)))) & ! [v0: O_m_unit_Category_ext$] : ! % 116.03/16.42 [v1: M_set$] : ( ~ (mor$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.03/16.42 any] : ? [v3: M_o_fun$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? [v6: % 116.03/16.42 M_o_fun$] : ? [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_set$] : ? [v10: % 116.03/16.42 O_m_fun_set$] : ? [v11: any] : ? [v12: M_m_m_fun_fun$] : ? [v13: % 116.03/16.42 M_m_prod_m_fun$] : ? [v14: M_m_prod_bool_fun$] : ? [v15: M_m_prod_set$] % 116.03/16.42 : ? [v16: M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 % 116.03/16.42 & extensional$a(v9) = v10 & extensional$(v1) = v4 & extCategory$(v0) = v2 % 116.03/16.42 & dom$(v0) = v3 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = v9 & comp$(v0) % 116.03/16.42 = v12 & case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.03/16.42 member$c(v6, v4) = v7 & member$c(v3, v4) = v5 & member$b(v8, v10) = v11 & % 116.03/16.42 member$a(v13, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v4) & % 116.03/16.42 O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & M_o_fun$(v6) & M_o_fun$(v3) % 116.03/16.42 & O_set$(v9) & M_m_prod_m_fun_set$(v16) & O_m_fun$(v8) & % 116.03/16.42 M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v2 = 0) | (v17 = 0 & v11 % 116.03/16.42 = 0 & v7 = 0 & v5 = 0)))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.03/16.42 M_set$] : ( ~ (mor$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.03/16.42 M_o_fun$] : ? [v3: M_o_fun_set$] : ? [v4: any] : ? [v5: M_o_fun$] : ? % 116.03/16.42 [v6: any] : ? [v7: O_m_fun$] : ? [v8: O_set$] : ? [v9: O_m_fun_set$] : ? % 116.03/16.42 [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? [v13: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.03/16.42 = v15 & extensional$a(v8) = v9 & extensional$(v1) = v3 & extCategory$(v0) % 116.03/16.42 = v17 & dom$(v0) = v2 & cod$(v0) = v5 & id$(v0) = v7 & obj$(v0) = v8 & % 116.03/16.42 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.03/16.42 v13 & member$c(v5, v3) = v6 & member$c(v2, v3) = v4 & member$b(v7, v9) = % 116.03/16.42 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v3) & % 116.03/16.42 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_o_fun$(v5) & M_o_fun$(v2) & % 116.03/16.42 O_set$(v8) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v7) & % 116.03/16.42 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.03/16.42 | ~ (v6 = 0) | ~ (v4 = 0) | v17 = 0))) & ! [v0: % 116.03/16.42 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (dom$(v0) = v1) | ~ % 116.03/16.42 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_set$] : ? [v4: % 116.03/16.42 M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] : ? [v7: any] : ? [v8: % 116.03/16.42 O_m_fun$] : ? [v9: O_set$] : ? [v10: O_m_fun_set$] : ? [v11: any] : ? % 116.03/16.42 [v12: M_m_m_fun_fun$] : ? [v13: M_m_prod_m_fun$] : ? [v14: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v15: M_m_prod_set$] : ? [v16: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 & % 116.03/16.42 extensional$a(v9) = v10 & extensional$(v3) = v4 & extCategory$(v0) = v2 & % 116.03/16.42 mor$(v0) = v3 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = v9 & comp$(v0) = % 116.03/16.42 v12 & case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.03/16.42 member$c(v6, v4) = v7 & member$c(v1, v4) = v5 & member$b(v8, v10) = v11 & % 116.03/16.42 member$a(v13, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v4) & % 116.03/16.42 O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & M_set$(v3) & M_o_fun$(v6) & % 116.03/16.42 O_set$(v9) & M_m_prod_m_fun_set$(v16) & O_m_fun$(v8) & % 116.03/16.42 M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v2 = 0) | (v17 = 0 & v11 % 116.03/16.42 = 0 & v7 = 0 & v5 = 0)))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.03/16.42 M_o_fun$] : ( ~ (dom$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.03/16.42 M_set$] : ? [v3: M_o_fun_set$] : ? [v4: any] : ? [v5: M_o_fun$] : ? % 116.03/16.42 [v6: any] : ? [v7: O_m_fun$] : ? [v8: O_set$] : ? [v9: O_m_fun_set$] : ? % 116.03/16.42 [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? [v13: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.03/16.42 = v15 & extensional$a(v8) = v9 & extensional$(v2) = v3 & extCategory$(v0) % 116.03/16.42 = v17 & mor$(v0) = v2 & cod$(v0) = v5 & id$(v0) = v7 & obj$(v0) = v8 & % 116.03/16.42 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.03/16.42 v13 & member$c(v5, v3) = v6 & member$c(v1, v3) = v4 & member$b(v7, v9) = % 116.03/16.42 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v3) & % 116.03/16.42 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_set$(v2) & M_o_fun$(v5) & % 116.03/16.42 O_set$(v8) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v7) & % 116.03/16.42 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.03/16.42 | ~ (v6 = 0) | ~ (v4 = 0) | v17 = 0))) & ! [v0: % 116.03/16.42 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (cod$(v0) = v1) | ~ % 116.03/16.42 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_o_fun$] : ? [v4: % 116.03/16.42 M_set$] : ? [v5: M_o_fun_set$] : ? [v6: any] : ? [v7: any] : ? [v8: % 116.03/16.42 O_m_fun$] : ? [v9: O_set$] : ? [v10: O_m_fun_set$] : ? [v11: any] : ? % 116.03/16.42 [v12: M_m_m_fun_fun$] : ? [v13: M_m_prod_m_fun$] : ? [v14: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v15: M_m_prod_set$] : ? [v16: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 & % 116.03/16.42 extensional$a(v9) = v10 & extensional$(v4) = v5 & extCategory$(v0) = v2 & % 116.03/16.42 mor$(v0) = v4 & dom$(v0) = v3 & id$(v0) = v8 & obj$(v0) = v9 & comp$(v0) = % 116.03/16.42 v12 & case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.03/16.42 member$c(v3, v5) = v6 & member$c(v1, v5) = v7 & member$b(v8, v10) = v11 & % 116.03/16.42 member$a(v13, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v5) & % 116.03/16.42 O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & M_set$(v4) & M_o_fun$(v3) & % 116.03/16.42 O_set$(v9) & M_m_prod_m_fun_set$(v16) & O_m_fun$(v8) & % 116.03/16.42 M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v2 = 0) | (v17 = 0 & v11 % 116.03/16.42 = 0 & v7 = 0 & v6 = 0)))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.03/16.42 M_o_fun$] : ( ~ (cod$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.03/16.42 M_o_fun$] : ? [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? % 116.03/16.42 [v6: any] : ? [v7: O_m_fun$] : ? [v8: O_set$] : ? [v9: O_m_fun_set$] : ? % 116.03/16.42 [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? [v13: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.03/16.42 = v15 & extensional$a(v8) = v9 & extensional$(v3) = v4 & extCategory$(v0) % 116.03/16.42 = v17 & mor$(v0) = v3 & dom$(v0) = v2 & id$(v0) = v7 & obj$(v0) = v8 & % 116.03/16.42 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.03/16.42 v13 & member$c(v2, v4) = v5 & member$c(v1, v4) = v6 & member$b(v7, v9) = % 116.03/16.42 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & % 116.03/16.42 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v2) & % 116.03/16.42 O_set$(v8) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v7) & % 116.03/16.42 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.03/16.42 | ~ (v6 = 0) | ~ (v5 = 0) | v17 = 0))) & ! [v0: % 116.03/16.42 O_m_unit_Category_ext$] : ! [v1: O_m_fun$] : ( ~ (id$(v0) = v1) | ~ % 116.03/16.42 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_o_fun$] : ? [v4: % 116.03/16.42 M_set$] : ? [v5: M_o_fun_set$] : ? [v6: any] : ? [v7: M_o_fun$] : ? % 116.03/16.42 [v8: any] : ? [v9: O_set$] : ? [v10: O_m_fun_set$] : ? [v11: any] : ? % 116.03/16.42 [v12: M_m_m_fun_fun$] : ? [v13: M_m_prod_m_fun$] : ? [v14: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v15: M_m_prod_set$] : ? [v16: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 & % 116.03/16.42 extensional$a(v9) = v10 & extensional$(v4) = v5 & extCategory$(v0) = v2 & % 116.03/16.42 mor$(v0) = v4 & dom$(v0) = v3 & cod$(v0) = v7 & obj$(v0) = v9 & comp$(v0) % 116.03/16.42 = v12 & case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.03/16.42 member$c(v7, v5) = v8 & member$c(v3, v5) = v6 & member$b(v1, v10) = v11 & % 116.03/16.42 member$a(v13, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v5) & % 116.03/16.42 O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & M_set$(v4) & M_o_fun$(v7) & % 116.03/16.42 M_o_fun$(v3) & O_set$(v9) & M_m_prod_m_fun_set$(v16) & % 116.03/16.42 M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v2 = 0) | (v17 = 0 & v11 % 116.03/16.42 = 0 & v8 = 0 & v6 = 0)))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.03/16.42 O_m_fun$] : ( ~ (id$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.03/16.42 M_o_fun$] : ? [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? % 116.03/16.42 [v6: M_o_fun$] : ? [v7: any] : ? [v8: O_set$] : ? [v9: O_m_fun_set$] : ? % 116.03/16.42 [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? [v13: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.03/16.42 = v15 & extensional$a(v8) = v9 & extensional$(v3) = v4 & extCategory$(v0) % 116.03/16.42 = v17 & mor$(v0) = v3 & dom$(v0) = v2 & cod$(v0) = v6 & obj$(v0) = v8 & % 116.03/16.42 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.03/16.42 v13 & member$c(v6, v4) = v7 & member$c(v2, v4) = v5 & member$b(v1, v9) = % 116.03/16.42 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & % 116.03/16.42 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v6) & % 116.03/16.42 M_o_fun$(v2) & O_set$(v8) & M_m_prod_m_fun_set$(v15) & % 116.03/16.42 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.03/16.42 | ~ (v7 = 0) | ~ (v5 = 0) | v17 = 0))) & ! [v0: % 116.03/16.42 O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = v1) | ~ % 116.03/16.42 O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_o_fun$] : ? [v4: % 116.03/16.42 M_set$] : ? [v5: M_o_fun_set$] : ? [v6: any] : ? [v7: M_o_fun$] : ? % 116.03/16.42 [v8: any] : ? [v9: O_m_fun$] : ? [v10: O_m_fun_set$] : ? [v11: any] : ? % 116.03/16.42 [v12: M_m_m_fun_fun$] : ? [v13: M_m_prod_m_fun$] : ? [v14: % 116.03/16.42 M_m_prod_bool_fun$] : ? [v15: M_m_prod_set$] : ? [v16: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 & % 116.03/16.42 extensional$a(v1) = v10 & extensional$(v4) = v5 & extCategory$(v0) = v2 & % 116.03/16.42 mor$(v0) = v4 & dom$(v0) = v3 & cod$(v0) = v7 & id$(v0) = v9 & comp$(v0) = % 116.03/16.42 v12 & case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.03/16.42 member$c(v7, v5) = v8 & member$c(v3, v5) = v6 & member$b(v9, v10) = v11 & % 116.03/16.42 member$a(v13, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v5) & % 116.03/16.42 O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & M_set$(v4) & M_o_fun$(v7) & % 116.03/16.42 M_o_fun$(v3) & M_m_prod_m_fun_set$(v16) & O_m_fun$(v9) & % 116.03/16.42 M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v2 = 0) | (v17 = 0 & v11 % 116.03/16.42 = 0 & v8 = 0 & v6 = 0)))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.03/16.42 O_set$] : ( ~ (obj$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.03/16.42 M_o_fun$] : ? [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? % 116.03/16.42 [v6: M_o_fun$] : ? [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_m_fun_set$] : % 116.03/16.42 ? [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? % 116.03/16.42 [v13: M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.03/16.42 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.03/16.42 = v15 & extensional$a(v1) = v9 & extensional$(v3) = v4 & extCategory$(v0) % 116.03/16.42 = v17 & mor$(v0) = v3 & dom$(v0) = v2 & cod$(v0) = v6 & id$(v0) = v8 & % 116.03/16.42 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.03/16.42 v13 & member$c(v6, v4) = v7 & member$c(v2, v4) = v5 & member$b(v8, v9) = % 116.03/16.42 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & % 116.03/16.42 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v6) & % 116.03/16.42 M_o_fun$(v2) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v8) & % 116.03/16.42 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.03/16.42 | ~ (v7 = 0) | ~ (v5 = 0) | v17 = 0))) & ! [v0: % 116.03/16.42 O_m_unit_Category_ext$] : ! [v1: M_m_m_fun_fun$] : ( ~ (comp$(v0) = v1) | % 116.03/16.42 ~ O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: M_o_fun$] : ? [v4: % 116.03/16.42 M_set$] : ? [v5: M_o_fun_set$] : ? [v6: any] : ? [v7: M_o_fun$] : ? % 116.03/16.42 [v8: any] : ? [v9: O_m_fun$] : ? [v10: O_set$] : ? [v11: O_m_fun_set$] : % 116.03/16.42 ? [v12: any] : ? [v13: M_m_prod_m_fun$] : ? [v14: M_m_prod_bool_fun$] : ? % 116.03/16.42 [v15: M_m_prod_set$] : ? [v16: M_m_prod_m_fun_set$] : ? [v17: any] : % 116.03/16.42 (extensional$b(v15) = v16 & extensional$a(v10) = v11 & extensional$(v4) = v5 % 116.03/16.42 & extCategory$(v0) = v2 & mor$(v0) = v4 & dom$(v0) = v3 & cod$(v0) = v7 & % 116.03/16.42 id$(v0) = v9 & obj$(v0) = v10 & case_prod$(v1) = v13 & collect$(v14) = v15 % 116.03/16.42 & uul$(v0) = v14 & member$c(v7, v5) = v8 & member$c(v3, v5) = v6 & % 116.03/16.42 member$b(v9, v11) = v12 & member$a(v13, v16) = v17 & M_m_prod_set$(v15) & % 116.03/16.42 M_o_fun_set$(v5) & O_m_fun_set$(v11) & M_m_prod_bool_fun$(v14) & % 116.03/16.42 M_set$(v4) & M_o_fun$(v7) & M_o_fun$(v3) & O_set$(v10) & % 116.03/16.42 M_m_prod_m_fun_set$(v16) & O_m_fun$(v9) & M_m_prod_m_fun$(v13) & ( ~ (v2 = % 116.03/16.42 0) | (v17 = 0 & v12 = 0 & v8 = 0 & v6 = 0)))) & ! [v0: % 116.03/16.42 O_m_unit_Category_ext$] : ! [v1: M_m_m_fun_fun$] : ( ~ (comp$(v0) = v1) | % 116.03/16.42 ~ O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? [v3: M_set$] : ? [v4: % 116.03/16.42 M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] : ? [v7: any] : ? [v8: % 116.03/16.42 O_m_fun$] : ? [v9: O_set$] : ? [v10: O_m_fun_set$] : ? [v11: any] : ? % 116.03/16.42 [v12: M_m_prod_m_fun$] : ? [v13: M_m_prod_bool_fun$] : ? [v14: % 116.03/16.42 M_m_prod_set$] : ? [v15: M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: % 116.03/16.42 any] : (extensional$b(v14) = v15 & extensional$a(v9) = v10 & % 116.03/16.42 extensional$(v3) = v4 & extCategory$(v0) = v17 & mor$(v0) = v3 & dom$(v0) % 116.03/16.42 = v2 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = v9 & case_prod$(v1) = v12 % 116.03/16.42 & collect$(v13) = v14 & uul$(v0) = v13 & member$c(v6, v4) = v7 & % 116.03/16.42 member$c(v2, v4) = v5 & member$b(v8, v10) = v11 & member$a(v12, v15) = v16 % 116.03/16.42 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & O_m_fun_set$(v10) & % 116.03/16.42 M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v6) & M_o_fun$(v2) & % 116.03/16.42 O_set$(v9) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v8) & % 116.03/16.42 M_m_prod_m_fun$(v12) & ( ~ (v16 = 0) | ~ (v11 = 0) | ~ (v7 = 0) | ~ (v5 % 116.03/16.42 = 0) | v17 = 0))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.03/16.42 M_m_prod_bool_fun$] : ( ~ (uul$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | % 116.03/16.42 ? [v2: any] : ? [v3: M_o_fun$] : ? [v4: M_set$] : ? [v5: M_o_fun_set$] : % 116.03/16.42 ? [v6: any] : ? [v7: M_o_fun$] : ? [v8: any] : ? [v9: O_m_fun$] : ? % 116.03/16.42 [v10: O_set$] : ? [v11: O_m_fun_set$] : ? [v12: any] : ? [v13: % 116.03/16.42 M_m_m_fun_fun$] : ? [v14: M_m_prod_m_fun$] : ? [v15: M_m_prod_set$] : ? % 116.03/16.42 [v16: M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 & % 116.03/16.42 extensional$a(v10) = v11 & extensional$(v4) = v5 & extCategory$(v0) = v2 & % 116.03/16.42 mor$(v0) = v4 & dom$(v0) = v3 & cod$(v0) = v7 & id$(v0) = v9 & obj$(v0) = % 116.03/16.42 v10 & comp$(v0) = v13 & case_prod$(v13) = v14 & collect$(v1) = v15 & % 116.03/16.42 member$c(v7, v5) = v8 & member$c(v3, v5) = v6 & member$b(v9, v11) = v12 & % 116.03/16.42 member$a(v14, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v5) & % 116.03/16.42 O_m_fun_set$(v11) & M_set$(v4) & M_o_fun$(v7) & M_o_fun$(v3) & O_set$(v10) % 116.03/16.42 & M_m_prod_m_fun_set$(v16) & O_m_fun$(v9) & M_m_prod_m_fun$(v14) & % 116.03/16.42 M_m_m_fun_fun$(v13) & ( ~ (v2 = 0) | (v17 = 0 & v12 = 0 & v8 = 0 & v6 = % 116.03/16.42 0)))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: M_m_prod_bool_fun$] % 116.03/16.42 : ( ~ (uul$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? % 116.03/16.42 [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] : ? % 116.03/16.42 [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_set$] : ? [v10: O_m_fun_set$] : % 116.03/16.42 ? [v11: any] : ? [v12: M_m_m_fun_fun$] : ? [v13: M_m_prod_m_fun$] : ? % 116.03/16.42 [v14: M_m_prod_set$] : ? [v15: M_m_prod_m_fun_set$] : ? [v16: any] : ? % 116.03/16.42 [v17: any] : (extensional$b(v14) = v15 & extensional$a(v9) = v10 & % 116.03/16.42 extensional$(v3) = v4 & extCategory$(v0) = v17 & mor$(v0) = v3 & dom$(v0) % 116.03/16.42 = v2 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = v9 & comp$(v0) = v12 & % 116.03/16.42 case_prod$(v12) = v13 & collect$(v1) = v14 & member$c(v6, v4) = v7 & % 116.03/16.42 member$c(v2, v4) = v5 & member$b(v8, v10) = v11 & member$a(v13, v15) = v16 % 116.03/16.42 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & O_m_fun_set$(v10) & M_set$(v3) & % 116.03/16.42 M_o_fun$(v6) & M_o_fun$(v2) & O_set$(v9) & M_m_prod_m_fun_set$(v15) & % 116.03/16.42 O_m_fun$(v8) & M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v16 = 0) % 116.03/16.42 | ~ (v11 = 0) | ~ (v7 = 0) | ~ (v5 = 0) | v17 = 0))) & ! [v0: % 116.03/16.42 O_m_unit_Category_ext$] : ( ~ (extCategory$(v0) = 0) | ~ % 116.03/16.42 O_m_unit_Category_ext$(v0) | ? [v1: M_o_fun$] : ? [v2: M_set$] : ? [v3: % 116.03/16.42 M_o_fun_set$] : ? [v4: M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: O_set$] : % 116.03/16.42 ? [v7: O_m_fun_set$] : ? [v8: M_m_m_fun_fun$] : ? [v9: M_m_prod_m_fun$] : % 116.03/16.42 ? [v10: M_m_prod_bool_fun$] : ? [v11: M_m_prod_set$] : ? [v12: % 116.03/16.42 M_m_prod_m_fun_set$] : (extensional$b(v11) = v12 & extensional$a(v6) = v7 % 116.03/16.42 & extensional$(v2) = v3 & mor$(v0) = v2 & dom$(v0) = v1 & cod$(v0) = v4 & % 116.03/16.42 id$(v0) = v5 & obj$(v0) = v6 & comp$(v0) = v8 & case_prod$(v8) = v9 & % 116.03/16.42 collect$(v10) = v11 & uul$(v0) = v10 & member$c(v4, v3) = 0 & member$c(v1, % 116.03/16.42 v3) = 0 & member$b(v5, v7) = 0 & member$a(v9, v12) = 0 & % 116.03/16.42 M_m_prod_set$(v11) & M_o_fun_set$(v3) & O_m_fun_set$(v7) & % 116.03/16.42 M_m_prod_bool_fun$(v10) & M_set$(v2) & M_o_fun$(v4) & M_o_fun$(v1) & % 116.03/16.42 O_set$(v6) & M_m_prod_m_fun_set$(v12) & O_m_fun$(v5) & M_m_prod_m_fun$(v9) % 116.03/16.42 & M_m_m_fun_fun$(v8))) % 116.03/16.42 % 116.03/16.42 (axiom299) % 116.16/16.43 ! [v0: O_m_unit_Category_ext$] : ! [v1: int] : (v1 = 0 | ~ % 116.16/16.43 (extCategory$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] % 116.16/16.43 : ? [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] % 116.16/16.43 : ? [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_set$] : ? [v10: % 116.16/16.43 O_m_fun_set$] : ? [v11: any] : ? [v12: M_m_m_fun_fun$] : ? [v13: % 116.16/16.43 M_m_prod_m_fun$] : ? [v14: M_m_prod_bool_fun$] : ? [v15: M_m_prod_set$] % 116.16/16.43 : ? [v16: M_m_prod_m_fun_set$] : ? [v17: any] : (extensional$b(v15) = v16 % 116.16/16.43 & extensional$a(v9) = v10 & extensional$(v3) = v4 & mor$(v0) = v3 & % 116.16/16.43 dom$(v0) = v2 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = v9 & comp$(v0) = % 116.16/16.43 v12 & case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.16/16.43 member$c(v6, v4) = v7 & member$c(v2, v4) = v5 & member$b(v8, v10) = v11 & % 116.16/16.43 member$a(v13, v16) = v17 & M_m_prod_set$(v15) & M_o_fun_set$(v4) & % 116.16/16.43 O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & M_set$(v3) & M_o_fun$(v6) & % 116.16/16.43 M_o_fun$(v2) & O_set$(v9) & M_m_prod_m_fun_set$(v16) & O_m_fun$(v8) & % 116.16/16.43 M_m_prod_m_fun$(v13) & M_m_m_fun_fun$(v12) & ( ~ (v17 = 0) | ~ (v11 = 0) % 116.16/16.43 | ~ (v7 = 0) | ~ (v5 = 0)))) & ! [v0: O_m_unit_Category_ext$] : ! % 116.16/16.43 [v1: M_set$] : ( ~ (mor$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.16/16.43 M_o_fun$] : ? [v3: M_o_fun_set$] : ? [v4: any] : ? [v5: M_o_fun$] : ? % 116.16/16.43 [v6: any] : ? [v7: O_m_fun$] : ? [v8: O_set$] : ? [v9: O_m_fun_set$] : ? % 116.16/16.43 [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? [v13: % 116.16/16.43 M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.16/16.43 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.16/16.43 = v15 & extensional$a(v8) = v9 & extensional$(v1) = v3 & extCategory$(v0) % 116.16/16.43 = v17 & dom$(v0) = v2 & cod$(v0) = v5 & id$(v0) = v7 & obj$(v0) = v8 & % 116.16/16.43 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.16/16.43 v13 & member$c(v5, v3) = v6 & member$c(v2, v3) = v4 & member$b(v7, v9) = % 116.16/16.43 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v3) & % 116.16/16.43 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_o_fun$(v5) & M_o_fun$(v2) & % 116.16/16.43 O_set$(v8) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v7) & % 116.16/16.43 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.16/16.43 | ~ (v6 = 0) | ~ (v4 = 0) | v17 = 0))) & ! [v0: % 116.16/16.43 O_m_unit_Category_ext$] : ! [v1: M_o_fun$] : ( ~ (dom$(v0) = v1) | ~ % 116.16/16.43 O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: M_o_fun_set$] : ? % 116.16/16.43 [v4: any] : ? [v5: M_o_fun$] : ? [v6: any] : ? [v7: O_m_fun$] : ? [v8: % 116.16/16.43 O_set$] : ? [v9: O_m_fun_set$] : ? [v10: any] : ? [v11: M_m_m_fun_fun$] % 116.16/16.43 : ? [v12: M_m_prod_m_fun$] : ? [v13: M_m_prod_bool_fun$] : ? [v14: % 116.16/16.43 M_m_prod_set$] : ? [v15: M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: % 116.16/16.43 any] : (extensional$b(v14) = v15 & extensional$a(v8) = v9 & % 116.16/16.43 extensional$(v2) = v3 & extCategory$(v0) = v17 & mor$(v0) = v2 & cod$(v0) % 116.16/16.43 = v5 & id$(v0) = v7 & obj$(v0) = v8 & comp$(v0) = v11 & case_prod$(v11) = % 116.16/16.43 v12 & collect$(v13) = v14 & uul$(v0) = v13 & member$c(v5, v3) = v6 & % 116.16/16.43 member$c(v1, v3) = v4 & member$b(v7, v9) = v10 & member$a(v12, v15) = v16 % 116.16/16.43 & M_m_prod_set$(v14) & M_o_fun_set$(v3) & O_m_fun_set$(v9) & % 116.16/16.43 M_m_prod_bool_fun$(v13) & M_set$(v2) & M_o_fun$(v5) & O_set$(v8) & % 116.16/16.43 M_m_prod_m_fun_set$(v15) & O_m_fun$(v7) & M_m_prod_m_fun$(v12) & % 116.16/16.43 M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) | ~ (v6 = 0) | ~ (v4 % 116.16/16.43 = 0) | v17 = 0))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.16/16.44 M_o_fun$] : ( ~ (cod$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: % 116.16/16.44 M_o_fun$] : ? [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? % 116.16/16.44 [v6: any] : ? [v7: O_m_fun$] : ? [v8: O_set$] : ? [v9: O_m_fun_set$] : ? % 116.16/16.44 [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? [v13: % 116.16/16.44 M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.16/16.44 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.16/16.44 = v15 & extensional$a(v8) = v9 & extensional$(v3) = v4 & extCategory$(v0) % 116.16/16.44 = v17 & mor$(v0) = v3 & dom$(v0) = v2 & id$(v0) = v7 & obj$(v0) = v8 & % 116.16/16.44 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.16/16.44 v13 & member$c(v2, v4) = v5 & member$c(v1, v4) = v6 & member$b(v7, v9) = % 116.16/16.44 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & % 116.16/16.44 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v2) & % 116.16/16.44 O_set$(v8) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v7) & % 116.16/16.44 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.16/16.44 | ~ (v6 = 0) | ~ (v5 = 0) | v17 = 0))) & ! [v0: % 116.16/16.44 O_m_unit_Category_ext$] : ! [v1: O_m_fun$] : ( ~ (id$(v0) = v1) | ~ % 116.16/16.44 O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? [v3: M_set$] : ? [v4: % 116.16/16.44 M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] : ? [v7: any] : ? [v8: % 116.16/16.44 O_set$] : ? [v9: O_m_fun_set$] : ? [v10: any] : ? [v11: M_m_m_fun_fun$] % 116.16/16.44 : ? [v12: M_m_prod_m_fun$] : ? [v13: M_m_prod_bool_fun$] : ? [v14: % 116.16/16.44 M_m_prod_set$] : ? [v15: M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: % 116.16/16.44 any] : (extensional$b(v14) = v15 & extensional$a(v8) = v9 & % 116.16/16.44 extensional$(v3) = v4 & extCategory$(v0) = v17 & mor$(v0) = v3 & dom$(v0) % 116.16/16.44 = v2 & cod$(v0) = v6 & obj$(v0) = v8 & comp$(v0) = v11 & case_prod$(v11) = % 116.16/16.44 v12 & collect$(v13) = v14 & uul$(v0) = v13 & member$c(v6, v4) = v7 & % 116.16/16.44 member$c(v2, v4) = v5 & member$b(v1, v9) = v10 & member$a(v12, v15) = v16 % 116.16/16.44 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & O_m_fun_set$(v9) & % 116.16/16.44 M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v6) & M_o_fun$(v2) & % 116.16/16.44 O_set$(v8) & M_m_prod_m_fun_set$(v15) & M_m_prod_m_fun$(v12) & % 116.16/16.44 M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) | ~ (v7 = 0) | ~ (v5 % 116.16/16.44 = 0) | v17 = 0))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: O_set$] % 116.16/16.44 : ( ~ (obj$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? % 116.16/16.44 [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] : ? % 116.16/16.44 [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_m_fun_set$] : ? [v10: any] : ? % 116.16/16.44 [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : ? [v13: % 116.16/16.44 M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.16/16.44 M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : (extensional$b(v14) % 116.16/16.44 = v15 & extensional$a(v1) = v9 & extensional$(v3) = v4 & extCategory$(v0) % 116.16/16.44 = v17 & mor$(v0) = v3 & dom$(v0) = v2 & cod$(v0) = v6 & id$(v0) = v8 & % 116.16/16.44 comp$(v0) = v11 & case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = % 116.16/16.44 v13 & member$c(v6, v4) = v7 & member$c(v2, v4) = v5 & member$b(v8, v9) = % 116.16/16.44 v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & % 116.16/16.44 O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v6) & % 116.16/16.44 M_o_fun$(v2) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v8) & % 116.16/16.44 M_m_prod_m_fun$(v12) & M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) % 116.16/16.44 | ~ (v7 = 0) | ~ (v5 = 0) | v17 = 0))) & ! [v0: % 116.16/16.44 O_m_unit_Category_ext$] : ! [v1: M_m_m_fun_fun$] : ( ~ (comp$(v0) = v1) | % 116.16/16.44 ~ O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? [v3: M_set$] : ? [v4: % 116.16/16.44 M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] : ? [v7: any] : ? [v8: % 116.16/16.44 O_m_fun$] : ? [v9: O_set$] : ? [v10: O_m_fun_set$] : ? [v11: any] : ? % 116.16/16.44 [v12: M_m_prod_m_fun$] : ? [v13: M_m_prod_bool_fun$] : ? [v14: % 116.16/16.44 M_m_prod_set$] : ? [v15: M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: % 116.16/16.44 any] : (extensional$b(v14) = v15 & extensional$a(v9) = v10 & % 116.16/16.44 extensional$(v3) = v4 & extCategory$(v0) = v17 & mor$(v0) = v3 & dom$(v0) % 116.16/16.44 = v2 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = v9 & case_prod$(v1) = v12 % 116.16/16.44 & collect$(v13) = v14 & uul$(v0) = v13 & member$c(v6, v4) = v7 & % 116.16/16.44 member$c(v2, v4) = v5 & member$b(v8, v10) = v11 & member$a(v12, v15) = v16 % 116.16/16.44 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & O_m_fun_set$(v10) & % 116.16/16.44 M_m_prod_bool_fun$(v13) & M_set$(v3) & M_o_fun$(v6) & M_o_fun$(v2) & % 116.16/16.44 O_set$(v9) & M_m_prod_m_fun_set$(v15) & O_m_fun$(v8) & % 116.16/16.44 M_m_prod_m_fun$(v12) & ( ~ (v16 = 0) | ~ (v11 = 0) | ~ (v7 = 0) | ~ (v5 % 116.16/16.44 = 0) | v17 = 0))) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.16/16.44 M_m_prod_bool_fun$] : ( ~ (uul$(v0) = v1) | ~ O_m_unit_Category_ext$(v0) | % 116.16/16.44 ? [v2: M_o_fun$] : ? [v3: M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : % 116.16/16.44 ? [v6: M_o_fun$] : ? [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_set$] : ? % 116.16/16.44 [v10: O_m_fun_set$] : ? [v11: any] : ? [v12: M_m_m_fun_fun$] : ? [v13: % 116.16/16.44 M_m_prod_m_fun$] : ? [v14: M_m_prod_set$] : ? [v15: M_m_prod_m_fun_set$] % 116.16/16.44 : ? [v16: any] : ? [v17: any] : (extensional$b(v14) = v15 & % 116.16/16.44 extensional$a(v9) = v10 & extensional$(v3) = v4 & extCategory$(v0) = v17 & % 116.16/16.44 mor$(v0) = v3 & dom$(v0) = v2 & cod$(v0) = v6 & id$(v0) = v8 & obj$(v0) = % 116.16/16.44 v9 & comp$(v0) = v12 & case_prod$(v12) = v13 & collect$(v1) = v14 & % 116.16/16.44 member$c(v6, v4) = v7 & member$c(v2, v4) = v5 & member$b(v8, v10) = v11 & % 116.16/16.44 member$a(v13, v15) = v16 & M_m_prod_set$(v14) & M_o_fun_set$(v4) & % 116.16/16.44 O_m_fun_set$(v10) & M_set$(v3) & M_o_fun$(v6) & M_o_fun$(v2) & O_set$(v9) % 116.16/16.44 & M_m_prod_m_fun_set$(v15) & O_m_fun$(v8) & M_m_prod_m_fun$(v13) & % 116.16/16.44 M_m_m_fun_fun$(v12) & ( ~ (v16 = 0) | ~ (v11 = 0) | ~ (v7 = 0) | ~ (v5 % 116.16/16.44 = 0) | v17 = 0))) % 116.16/16.44 % 116.16/16.44 (axiom32) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & T$(b$) & T$(b$a) & T$(a$) & % 116.16/16.44 T_f_Expression$(ea$) & F$(f$) & % 116.16/16.44 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.44 T_f_unit_Signature_ext$] : ? [v1: T_f_Expression_t_t_f_Language_fun_fun$] : % 116.16/16.44 ? [v2: T_t_f_Language_fun$] : ? [v3: T_f_Language$] : ? [v4: % 116.16/16.44 T_t_bool_fun_fun$] : ? [v5: T_bool_fun$] : (iSignature$(i$) = v0 & % 116.16/16.44 wellDefined$(v0, v3) = 0 & funsignature_abbrev$(f$, v0) = v4 & % 116.16/16.44 fun_app$z(term$, a$) = v1 & fun_app$y(v1, ea$) = v2 & fun_app$x(v2, b$a) = % 116.16/16.44 v3 & fun_app$q(v4, b$a) = v5 & fun_app$e(v5, b$) = 0 & T_bool_fun$(v5) & % 116.16/16.44 T_f_Language$(v3) & T_f_unit_Signature_ext$(v0) & T_t_bool_fun_fun$(v4) & % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v2)) % 116.16/16.44 % 116.16/16.44 (axiom33) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & T$(b$a) & T$(a$) & T_f_Expression$(ea$) % 116.16/16.44 & T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: T_t_f_Language_fun$] : ? % 116.16/16.44 [v2: T_f_Language$] : ? [v3: O_m_IType$] : (fun_app$z(term$, a$) = v0 & % 116.16/16.44 fun_app$y(v0, ea$) = v1 & fun_app$x(v1, b$a) = v2 & interp$(i$, v2, v3) = 0 % 116.16/16.44 & T_f_Language$(v2) & O_m_IType$(v3) & % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$(v0) & T_t_f_Language_fun$(v1)) % 116.16/16.44 % 116.16/16.44 (axiom34) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & T$(b$) & T$(a$) & T_f_Expression$(ea$) % 116.16/16.44 & F$(f$) & F_t_f_Expression_t_f_Expression_fun_fun$(exprApp$) & % 116.16/16.44 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.44 T_f_unit_Signature_ext$] : ? [v1: T_f_Expression_t_t_f_Language_fun_fun$] : % 116.16/16.44 ? [v2: T_f_Expression_t_f_Expression_fun$] : ? [v3: T_f_Expression$] : ? % 116.16/16.44 [v4: T_t_f_Language_fun$] : ? [v5: T_f_Language$] : (iSignature$(i$) = v0 & % 116.16/16.44 wellDefined$(v0, v5) = 0 & fun_app$ab(exprApp$, f$) = v2 & fun_app$aa(v2, % 116.16/16.44 ea$) = v3 & fun_app$z(term$, a$) = v1 & fun_app$y(v1, v3) = v4 & % 116.16/16.44 fun_app$x(v4, b$) = v5 & T_f_Expression_t_f_Expression_fun$(v2) & % 116.16/16.44 T_f_Language$(v5) & T_f_unit_Signature_ext$(v0) & T_f_Expression$(v3) & % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v4)) % 116.16/16.44 % 116.16/16.44 (axiom35) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & ? [v0: T_f_unit_Signature_ext$] : % 116.16/16.44 (iSignature$(i$) = v0 & T_f_unit_Signature_ext$(v0) & ! [v1: T_f_Language$] : % 116.16/16.44 ! [v2: O_m_IType$] : ( ~ (interp$(i$, v1, v2) = 0) | ~ T_f_Language$(v1) | % 116.16/16.44 ~ O_m_IType$(v2) | wellDefined$(v0, v1) = 0)) % 116.16/16.44 % 116.16/16.44 (axiom36) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & % 116.16/16.44 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.44 T_f_unit_Signature_ext$] : (iSignature$(i$) = v0 & % 116.16/16.44 T_f_unit_Signature_ext$(v0) & ! [v1: T$] : ! [v2: T_f_Expression$] : ! % 116.16/16.44 [v3: T$] : ! [v4: O_m_IType$] : ! [v5: % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: T_t_f_Language_fun$] : % 116.16/16.44 ! [v7: T_f_Language$] : ( ~ (fun_app$z(term$, v1) = v5) | ~ (fun_app$y(v5, % 116.16/16.44 v2) = v6) | ~ (fun_app$x(v6, v3) = v7) | ~ (interp$(i$, v7, v4) = 0) % 116.16/16.44 | ~ T$(v3) | ~ T$(v1) | ~ O_m_IType$(v4) | ~ T_f_Expression$(v2) | % 116.16/16.44 wellDefined$(v0, v7) = 0)) % 116.16/16.44 % 116.16/16.44 (axiom37) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & T$(a$) & T_f_Expression$(ea$) & % 116.16/16.44 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.44 T_f_unit_Signature_ext$] : ? [v1: T_f_Expression_t_t_f_Language_fun_fun$] : % 116.16/16.44 ? [v2: T_t_f_Language_fun$] : (iSignature$(i$) = v0 & fun_app$z(term$, a$) = % 116.16/16.44 v1 & fun_app$y(v1, ea$) = v2 & T_f_unit_Signature_ext$(v0) & % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v2) & ! % 116.16/16.44 [v3: T$] : ! [v4: T_f_Language$] : ( ~ (fun_app$x(v2, v3) = v4) | ~ T$(v3) % 116.16/16.44 | ? [v5: int] : ? [v6: O_m_IType$] : ? [v7: int] : (O_m_IType$(v6) & % 116.16/16.44 ((v7 = 0 & interp$(i$, v4, v6) = 0) | ( ~ (v5 = 0) & wellDefined$(v0, % 116.16/16.44 v4) = v5))))) % 116.16/16.44 % 116.16/16.44 (axiom38) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & T$(b$) & T$(a$) & T_f_Expression$(ea$) % 116.16/16.44 & F$(f$) & T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.44 T_f_unit_Signature_ext$] : ? [v1: T_f_Expression_t_t_f_Language_fun_fun$] : % 116.16/16.44 ? [v2: T_t_f_Language_fun$] : ? [v3: T_t_bool_fun_fun$] : ? [v4: T$] : ? % 116.16/16.44 [v5: T_f_Language$] : ? [v6: T_bool_fun$] : (iSignature$(i$) = v0 & % 116.16/16.44 wellDefined$(v0, v5) = 0 & funsignature_abbrev$(f$, v0) = v3 & % 116.16/16.44 fun_app$z(term$, a$) = v1 & fun_app$y(v1, ea$) = v2 & fun_app$x(v2, v4) = v5 % 116.16/16.44 & fun_app$q(v3, v4) = v6 & fun_app$e(v6, b$) = 0 & T_bool_fun$(v6) & T$(v4) % 116.16/16.44 & T_f_Language$(v5) & T_f_unit_Signature_ext$(v0) & T_t_bool_fun_fun$(v3) & % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v2)) % 116.16/16.44 % 116.16/16.44 (axiom39) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & T$(a$) & T_f_Expression$(exprVar$) & % 116.16/16.44 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.44 T_f_unit_Signature_ext$] : ? [v1: T_f_Expression_t_t_f_Language_fun_fun$] : % 116.16/16.44 ? [v2: T_t_f_Language_fun$] : (iSignature$(i$) = v0 & fun_app$z(term$, a$) = % 116.16/16.44 v1 & fun_app$y(v1, exprVar$) = v2 & T_f_unit_Signature_ext$(v0) & % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v2) & ! % 116.16/16.44 [v3: T$] : ! [v4: T_f_Language$] : ( ~ (fun_app$x(v2, v3) = v4) | ~ T$(v3) % 116.16/16.44 | ? [v5: int] : ? [v6: O_m_IType$] : ? [v7: int] : (O_m_IType$(v6) & % 116.16/16.44 ((v7 = 0 & interp$(i$, v4, v6) = 0) | ( ~ (v5 = 0) & wellDefined$(v0, % 116.16/16.44 v4) = v5))))) % 116.16/16.44 % 116.16/16.44 (axiom40) % 116.16/16.44 T_f_o_m_unit_Interpretation_ext$(i$) & ? [v0: T_f_unit_Signature_ext$] : % 116.16/16.44 (signature$(v0) = 0 & iSignature$(i$) = v0 & T_f_unit_Signature_ext$(v0)) % 116.16/16.44 % 116.16/16.44 (axiom50) % 116.16/16.44 F_t_f_Expression_t_f_Expression_fun_fun$(exprApp$) & % 116.16/16.44 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ! [v0: % 116.16/16.44 T_f_unit_Signature_ext$] : ! [v1: T$] : ! [v2: F$] : ! [v3: % 116.16/16.44 T_f_Expression$] : ! [v4: T$] : ! [v5: % 116.16/16.44 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: % 116.16/16.44 T_f_Expression_t_f_Expression_fun$] : ! [v7: T_f_Expression$] : ! [v8: % 116.16/16.44 T_t_f_Language_fun$] : ! [v9: T_f_Language$] : ( ~ (wellDefined$(v0, v9) = % 116.16/16.44 0) | ~ (fun_app$ab(exprApp$, v2) = v6) | ~ (fun_app$aa(v6, v3) = v7) | % 116.16/16.44 ~ (fun_app$z(term$, v1) = v5) | ~ (fun_app$y(v5, v7) = v8) | ~ % 116.16/16.44 (fun_app$x(v8, v4) = v9) | ~ T$(v4) | ~ T$(v1) | ~ % 116.16/16.44 T_f_unit_Signature_ext$(v0) | ~ T_f_Expression$(v3) | ~ F$(v2) | ? [v10: % 116.16/16.44 T_t_f_Language_fun$] : ? [v11: T_t_bool_fun_fun$] : ? [v12: T$] : ? % 116.16/16.44 [v13: T_f_Language$] : ? [v14: T_bool_fun$] : (wellDefined$(v0, v13) = 0 & % 116.16/16.44 funsignature_abbrev$(v2, v0) = v11 & fun_app$y(v5, v3) = v10 & % 116.16/16.44 fun_app$x(v10, v12) = v13 & fun_app$q(v11, v12) = v14 & fun_app$e(v14, v4) % 116.16/16.44 = 0 & T_bool_fun$(v14) & T$(v12) & T_f_Language$(v13) & % 116.16/16.44 T_t_bool_fun_fun$(v11) & T_t_f_Language_fun$(v10))) % 116.16/16.44 % 116.16/16.44 (axiom51) % 116.16/16.44 M_o_m_IType_fun$(iMor$) & ! [v0: M$] : ! [v1: M$] : ! [v2: O_m_IType$] : % 116.16/16.44 (v1 = v0 | ~ (fun_app$ac(iMor$, v1) = v2) | ~ (fun_app$ac(iMor$, v0) = v2) | % 116.16/16.44 ~ M$(v1) | ~ M$(v0)) % 116.16/16.44 % 116.16/16.44 (axiom53) % 116.16/16.45 T_f_o_m_unit_Interpretation_ext$(i$) & T$(b$a) & T$(a$) & O_m_IType$(i$a) & % 116.16/16.45 T_f_Expression$(ea$) & M_o_m_IType_fun$(iMor$) & % 116.16/16.45 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.45 T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: T_t_f_Language_fun$] : ? % 116.16/16.45 [v2: T_f_Language$] : ? [v3: any] : ? [v4: O_m_unit_Category_ext$] : ? [v5: % 116.16/16.45 T_o_fun$] : ? [v6: O$] : ? [v7: O$] : ? [v8: M$] : ? [v9: O_m_IType$] : % 116.16/16.45 ? [v10: O_o_bool_fun_fun$] : ? [v11: O_bool_fun$] : ? [v12: int] : % 116.16/16.45 (iCategory$(i$) = v4 & iTypes$(i$) = v5 & fun_app$ad(v5, b$a) = v7 & % 116.16/16.45 fun_app$ad(v5, a$) = v6 & fun_app$z(term$, a$) = v0 & fun_app$y(v0, ea$) = % 116.16/16.45 v1 & fun_app$x(v1, b$a) = v2 & interp$(i$, v2, i$a) = v3 & % 116.16/16.45 O_m_unit_Category_ext$(v4) & T_f_Language$(v2) & % 116.16/16.45 T_f_Expression_t_t_f_Language_fun_fun$(v0) & O$(v7) & O$(v6) & % 116.16/16.45 T_t_f_Language_fun$(v1) & M$(v8) & T_o_fun$(v5) & ( ~ (v3 = 0) | (v12 = 0 & % 116.16/16.45 v9 = i$a & mapsTo$(v4, v8) = v10 & fun_app$ac(iMor$, v8) = i$a & % 116.16/16.45 fun_app$r(v10, v6) = v11 & fun_app$f(v11, v7) = 0 & % 116.16/16.45 O_o_bool_fun_fun$(v10) & O_bool_fun$(v11)))) % 116.16/16.45 % 116.16/16.45 (axiom54) % 116.16/16.45 fun_app$ac(iMor$, g$) = i$a & O_m_IType$(i$a) & M_o_m_IType_fun$(iMor$) & % 116.16/16.45 M$(g$) % 116.16/16.45 % 116.16/16.45 (axiom55) % 116.16/16.45 T_f_o_m_unit_Interpretation_ext$(i$) & M_o_m_IType_fun$(iMor$) & % 116.16/16.45 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.45 O_m_unit_Category_ext$] : ? [v1: T_o_fun$] : (iCategory$(i$) = v0 & % 116.16/16.45 iTypes$(i$) = v1 & O_m_unit_Category_ext$(v0) & T_o_fun$(v1) & ! [v2: T$] : % 116.16/16.45 ! [v3: T_f_Expression$] : ! [v4: T$] : ! [v5: O_m_IType$] : ! [v6: % 116.16/16.45 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v7: T_t_f_Language_fun$] : % 116.16/16.45 ! [v8: T_f_Language$] : ( ~ (fun_app$z(term$, v2) = v6) | ~ (fun_app$y(v6, % 116.16/16.45 v3) = v7) | ~ (fun_app$x(v7, v4) = v8) | ~ (interp$(i$, v8, v5) = 0) % 116.16/16.45 | ~ T$(v4) | ~ T$(v2) | ~ O_m_IType$(v5) | ~ T_f_Expression$(v3) | ? % 116.16/16.45 [v9: O$] : ? [v10: O$] : ? [v11: M$] : ? [v12: O_o_bool_fun_fun$] : ? % 116.16/16.45 [v13: O_bool_fun$] : (fun_app$ad(v1, v4) = v10 & fun_app$ad(v1, v2) = v9 & % 116.16/16.45 mapsTo$(v0, v11) = v12 & fun_app$ac(iMor$, v11) = v5 & fun_app$r(v12, % 116.16/16.45 v9) = v13 & fun_app$f(v13, v10) = 0 & O_o_bool_fun_fun$(v12) & % 116.16/16.45 O_bool_fun$(v13) & O$(v10) & O$(v9) & M$(v11)))) % 116.16/16.45 % 116.16/16.45 (axiom56) % 116.16/16.45 T_f_o_m_unit_Interpretation_ext$(i$) & M_o_m_IType_fun$(iMor$) & % 116.16/16.45 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.45 O_m_unit_Category_ext$] : ? [v1: T_o_fun$] : (iCategory$(i$) = v0 & % 116.16/16.45 iTypes$(i$) = v1 & O_m_unit_Category_ext$(v0) & T_o_fun$(v1) & ! [v2: T$] : % 116.16/16.45 ! [v3: T_f_Expression$] : ! [v4: T$] : ! [v5: M$] : ! [v6: % 116.16/16.45 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v7: T_t_f_Language_fun$] : % 116.16/16.45 ! [v8: T_f_Language$] : ! [v9: O_m_IType$] : ( ~ (fun_app$z(term$, v2) = % 116.16/16.45 v6) | ~ (fun_app$y(v6, v3) = v7) | ~ (fun_app$x(v7, v4) = v8) | ~ % 116.16/16.45 (interp$(i$, v8, v9) = 0) | ~ (fun_app$ac(iMor$, v5) = v9) | ~ T$(v4) | % 116.16/16.45 ~ T$(v2) | ~ T_f_Expression$(v3) | ~ M$(v5) | ? [v10: % 116.16/16.45 O_o_bool_fun_fun$] : ? [v11: O$] : ? [v12: O_bool_fun$] : ? [v13: O$] % 116.16/16.45 : (fun_app$ad(v1, v4) = v13 & fun_app$ad(v1, v2) = v11 & mapsTo$(v0, v5) = % 116.16/16.45 v10 & fun_app$r(v10, v11) = v12 & fun_app$f(v12, v13) = 0 & % 116.16/16.45 O_o_bool_fun_fun$(v10) & O_bool_fun$(v12) & O$(v13) & O$(v11)))) % 116.16/16.45 % 116.16/16.45 (axiom58) % 116.16/16.45 M_o_m_IType_fun$(iMor$) & T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) % 116.16/16.45 & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 116.16/16.45 T_f_Expression$] : ! [v3: T$] : ! [v4: O_m_IType$] : ! [v5: % 116.16/16.45 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: T_t_f_Language_fun$] : ! % 116.16/16.45 [v7: T_f_Language$] : ( ~ (fun_app$z(term$, v1) = v5) | ~ (fun_app$y(v5, v2) % 116.16/16.45 = v6) | ~ (fun_app$x(v6, v3) = v7) | ~ (interp$(v0, v7, v4) = 0) | ~ % 116.16/16.45 T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v3) | ~ T$(v1) | ~ % 116.16/16.45 O_m_IType$(v4) | ~ T_f_Expression$(v2) | ? [v8: any] : ? [v9: % 116.16/16.45 O_m_unit_Category_ext$] : ? [v10: T_o_fun$] : ? [v11: O$] : ? [v12: O$] % 116.16/16.45 : ? [v13: M$] : ? [v14: O_m_IType$] : ? [v15: O_o_bool_fun_fun$] : ? % 116.16/16.45 [v16: O_bool_fun$] : ? [v17: int] : (iCategory$(v0) = v9 & iTypes$(v0) = % 116.16/16.45 v10 & fun_app$ad(v10, v3) = v12 & fun_app$ad(v10, v1) = v11 & % 116.16/16.45 interpretation$(v0) = v8 & O_m_unit_Category_ext$(v9) & O$(v12) & O$(v11) % 116.16/16.45 & M$(v13) & T_o_fun$(v10) & ( ~ (v8 = 0) | (v17 = 0 & v14 = v4 & % 116.16/16.45 mapsTo$(v9, v13) = v15 & fun_app$ac(iMor$, v13) = v4 & fun_app$r(v15, % 116.16/16.45 v11) = v16 & fun_app$f(v16, v12) = 0 & O_o_bool_fun_fun$(v15) & % 116.16/16.45 O_bool_fun$(v16))))) % 116.16/16.45 % 116.16/16.45 (axiom59) % 116.16/16.45 M_o_m_IType_fun$(iMor$) & T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) % 116.16/16.45 & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 116.16/16.45 T_f_Expression$] : ! [v3: T$] : ! [v4: M$] : ! [v5: % 116.16/16.45 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: T_t_f_Language_fun$] : ! % 116.16/16.45 [v7: T_f_Language$] : ! [v8: O_m_IType$] : ( ~ (fun_app$z(term$, v1) = v5) | % 116.16/16.45 ~ (fun_app$y(v5, v2) = v6) | ~ (fun_app$x(v6, v3) = v7) | ~ (interp$(v0, % 116.16/16.45 v7, v8) = 0) | ~ (fun_app$ac(iMor$, v4) = v8) | ~ % 116.16/16.45 T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v3) | ~ T$(v1) | ~ % 116.16/16.45 T_f_Expression$(v2) | ~ M$(v4) | ? [v9: any] : ? [v10: % 116.16/16.45 O_m_unit_Category_ext$] : ? [v11: O_o_bool_fun_fun$] : ? [v12: T_o_fun$] % 116.16/16.45 : ? [v13: O$] : ? [v14: O_bool_fun$] : ? [v15: O$] : ? [v16: any] : % 116.16/16.45 (iCategory$(v0) = v10 & iTypes$(v0) = v12 & fun_app$ad(v12, v3) = v15 & % 116.16/16.45 fun_app$ad(v12, v1) = v13 & mapsTo$(v10, v4) = v11 & interpretation$(v0) = % 116.16/16.45 v9 & fun_app$r(v11, v13) = v14 & fun_app$f(v14, v15) = v16 & % 116.16/16.45 O_m_unit_Category_ext$(v10) & O_o_bool_fun_fun$(v11) & O_bool_fun$(v14) & % 116.16/16.45 O$(v15) & O$(v13) & T_o_fun$(v12) & ( ~ (v9 = 0) | v16 = 0))) % 116.16/16.45 % 116.16/16.45 (axiom66) % 116.16/16.45 T_f_o_m_unit_Interpretation_ext$(i$) & ? [v0: T_f_unit_Signature_ext$] : ? % 116.16/16.45 [v1: O_m_unit_Category_ext$] : ? [v2: F_m_fun$] : ? [v3: T_o_fun$] : % 116.16/16.45 (iFunctions$(i$) = v2 & iCategory$(i$) = v1 & iTypes$(i$) = v3 & % 116.16/16.45 iSignature$(i$) = v0 & F_m_fun$(v2) & O_m_unit_Category_ext$(v1) & % 116.16/16.45 T_f_unit_Signature_ext$(v0) & T_o_fun$(v3) & ! [v4: F$] : ! [v5: T$] : ! % 116.16/16.45 [v6: T$] : ! [v7: M$] : ! [v8: O_o_bool_fun_fun$] : ! [v9: O$] : ! [v10: % 116.16/16.45 O_bool_fun$] : ! [v11: O$] : ! [v12: int] : (v12 = 0 | ~ % 116.16/16.45 (fun_app$ae(v2, v4) = v7) | ~ (fun_app$ad(v3, v6) = v11) | ~ % 116.16/16.45 (fun_app$ad(v3, v5) = v9) | ~ (mapsTo$(v1, v7) = v8) | ~ (fun_app$r(v8, % 116.16/16.45 v9) = v10) | ~ (fun_app$f(v10, v11) = v12) | ~ T$(v6) | ~ T$(v5) | % 116.16/16.45 ~ F$(v4) | ? [v13: T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? [v15: % 116.16/16.45 int] : ( ~ (v15 = 0) & funsignature_abbrev$(v4, v0) = v13 & % 116.16/16.45 fun_app$q(v13, v5) = v14 & fun_app$e(v14, v6) = v15 & T_bool_fun$(v14) & % 116.16/16.45 T_t_bool_fun_fun$(v13))) & ! [v4: F$] : ! [v5: T$] : ! [v6: T$] : ! % 116.16/16.45 [v7: T_t_bool_fun_fun$] : ! [v8: T_bool_fun$] : ( ~ % 116.16/16.45 (funsignature_abbrev$(v4, v0) = v7) | ~ (fun_app$q(v7, v5) = v8) | ~ % 116.16/16.45 (fun_app$e(v8, v6) = 0) | ~ T$(v6) | ~ T$(v5) | ~ F$(v4) | ? [v9: M$] % 116.16/16.45 : ? [v10: O_o_bool_fun_fun$] : ? [v11: O$] : ? [v12: O_bool_fun$] : ? % 116.16/16.45 [v13: O$] : (fun_app$ae(v2, v4) = v9 & fun_app$ad(v3, v6) = v13 & % 116.16/16.45 fun_app$ad(v3, v5) = v11 & mapsTo$(v1, v9) = v10 & fun_app$r(v10, v11) = % 116.16/16.45 v12 & fun_app$f(v12, v13) = 0 & O_o_bool_fun_fun$(v10) & % 116.16/16.45 O_bool_fun$(v12) & O$(v13) & O$(v11) & M$(v9)))) % 116.16/16.45 % 116.16/16.45 (axiom71) % 116.16/16.46 ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: F$] : ! [v2: T$] : ! % 116.16/16.46 [v3: T$] : ! [v4: O_m_unit_Category_ext$] : ! [v5: F_m_fun$] : ! [v6: M$] : % 116.16/16.46 ! [v7: O_o_bool_fun_fun$] : ! [v8: T_o_fun$] : ! [v9: O$] : ! [v10: % 116.16/16.46 O_bool_fun$] : ! [v11: O$] : ! [v12: int] : (v12 = 0 | ~ (iFunctions$(v0) % 116.16/16.46 = v5) | ~ (fun_app$ae(v5, v1) = v6) | ~ (iCategory$(v0) = v4) | ~ % 116.16/16.46 (iTypes$(v0) = v8) | ~ (fun_app$ad(v8, v3) = v11) | ~ (fun_app$ad(v8, v2) % 116.16/16.46 = v9) | ~ (mapsTo$(v4, v6) = v7) | ~ (fun_app$r(v7, v9) = v10) | ~ % 116.16/16.46 (fun_app$f(v10, v11) = v12) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ~ % 116.16/16.46 T$(v3) | ~ T$(v2) | ~ F$(v1) | ? [v13: any] : ? [v14: % 116.16/16.46 T_f_unit_Signature_ext$] : ? [v15: T_t_bool_fun_fun$] : ? [v16: % 116.16/16.46 T_bool_fun$] : ? [v17: any] : (iSignature$(v0) = v14 & % 116.16/16.46 funsignature_abbrev$(v1, v14) = v15 & interpretation$(v0) = v13 & % 116.16/16.46 fun_app$q(v15, v2) = v16 & fun_app$e(v16, v3) = v17 & T_bool_fun$(v16) & % 116.16/16.46 T_f_unit_Signature_ext$(v14) & T_t_bool_fun_fun$(v15) & ( ~ (v17 = 0) | ~ % 116.16/16.46 (v13 = 0)))) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: F$] : % 116.16/16.46 ! [v2: T$] : ! [v3: T$] : ! [v4: T_f_unit_Signature_ext$] : ! [v5: % 116.16/16.46 T_t_bool_fun_fun$] : ! [v6: T_bool_fun$] : ( ~ (iSignature$(v0) = v4) | ~ % 116.16/16.46 (funsignature_abbrev$(v1, v4) = v5) | ~ (fun_app$q(v5, v2) = v6) | ~ % 116.16/16.46 (fun_app$e(v6, v3) = 0) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ~ % 116.16/16.46 T$(v3) | ~ T$(v2) | ~ F$(v1) | ? [v7: any] : ? [v8: % 116.16/16.46 O_m_unit_Category_ext$] : ? [v9: F_m_fun$] : ? [v10: M$] : ? [v11: % 116.16/16.46 O_o_bool_fun_fun$] : ? [v12: T_o_fun$] : ? [v13: O$] : ? [v14: % 116.16/16.46 O_bool_fun$] : ? [v15: O$] : ? [v16: any] : (iFunctions$(v0) = v9 & % 116.16/16.46 fun_app$ae(v9, v1) = v10 & iCategory$(v0) = v8 & iTypes$(v0) = v12 & % 116.16/16.46 fun_app$ad(v12, v3) = v15 & fun_app$ad(v12, v2) = v13 & mapsTo$(v8, v10) = % 116.16/16.46 v11 & interpretation$(v0) = v7 & fun_app$r(v11, v13) = v14 & % 116.16/16.46 fun_app$f(v14, v15) = v16 & F_m_fun$(v9) & O_m_unit_Category_ext$(v8) & % 116.16/16.46 O_o_bool_fun_fun$(v11) & O_bool_fun$(v14) & O$(v15) & O$(v13) & M$(v10) & % 116.16/16.46 T_o_fun$(v12) & ( ~ (v7 = 0) | v16 = 0))) % 116.16/16.46 % 116.16/16.46 (axiom72) % 116.16/16.46 T_f_o_m_unit_Interpretation_ext$(i$) & ? [v0: O_m_unit_Category_ext$] : % 116.16/16.46 (category$(v0) = 0 & iCategory$(i$) = v0 & O_m_unit_Category_ext$(v0)) % 116.16/16.46 % 116.16/16.46 (axiom74) % 116.16/16.46 M_o_m_IType_fun$(iMor$) & F_t_f_Expression_t_f_Expression_fun_fun$(exprApp$) & % 116.16/16.46 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ! [v0: % 116.16/16.46 T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: T_f_Expression$] : % 116.16/16.46 ! [v3: T$] : ! [v4: F$] : ! [v5: T$] : ! [v6: M$] : ! [v7: % 116.16/16.46 T_f_unit_Signature_ext$] : ! [v8: T_f_Expression_t_t_f_Language_fun_fun$] : % 116.16/16.46 ! [v9: T_t_f_Language_fun$] : ! [v10: T_f_Language$] : ! [v11: % 116.16/16.46 T_f_Expression_t_f_Expression_fun$] : ! [v12: T_f_Expression$] : ! [v13: % 116.16/16.46 T_t_f_Language_fun$] : ! [v14: T_f_Language$] : ! [v15: % 116.16/16.46 O_m_unit_Category_ext$] : ! [v16: M_m_m_fun_fun$] : ! [v17: M_m_fun$] : ! % 116.16/16.46 [v18: F_m_fun$] : ! [v19: M$] : ! [v20: M$] : ! [v21: O_m_IType$] : ! % 116.16/16.46 [v22: int] : (v22 = 0 | ~ (iFunctions$(v0) = v18) | ~ (fun_app$ae(v18, v4) = % 116.16/16.46 v19) | ~ (iCategory$(v0) = v15) | ~ (iSignature$(v0) = v7) | ~ % 116.16/16.46 (wellDefined$(v7, v10) = 0) | ~ (fun_app$ab(exprApp$, v4) = v11) | ~ % 116.16/16.46 (fun_app$aa(v11, v2) = v12) | ~ (fun_app$z(term$, v1) = v8) | ~ % 116.16/16.46 (fun_app$y(v8, v12) = v13) | ~ (fun_app$y(v8, v2) = v9) | ~ % 116.16/16.46 (fun_app$x(v13, v5) = v14) | ~ (fun_app$x(v9, v3) = v10) | ~ (interp$(v0, % 116.16/16.46 v14, v21) = v22) | ~ (fun_app$ac(iMor$, v20) = v21) | ~ % 116.16/16.46 (fun_app$v(v16, v6) = v17) | ~ (fun_app$u(v17, v19) = v20) | ~ (comp$(v15) % 116.16/16.46 = v16) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v5) | ~ T$(v3) | % 116.16/16.46 ~ T$(v1) | ~ T_f_Expression$(v2) | ~ F$(v4) | ~ M$(v6) | ? [v23: % 116.16/16.46 T_t_bool_fun_fun$] : ? [v24: T_bool_fun$] : ? [v25: any] : ? [v26: % 116.16/16.46 O_m_IType$] : ? [v27: any] : (funsignature_abbrev$(v4, v7) = v23 & % 116.16/16.46 interp$(v0, v10, v26) = v27 & fun_app$ac(iMor$, v6) = v26 & fun_app$q(v23, % 116.16/16.46 v3) = v24 & fun_app$e(v24, v5) = v25 & T_bool_fun$(v24) & % 116.16/16.46 O_m_IType$(v26) & T_t_bool_fun_fun$(v23) & ( ~ (v27 = 0) | ~ (v25 = 0)))) % 116.16/16.46 & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 116.16/16.46 T_f_Expression$] : ! [v3: T$] : ! [v4: F$] : ! [v5: T$] : ! [v6: M$] : % 116.16/16.46 ! [v7: T_f_unit_Signature_ext$] : ! [v8: % 116.16/16.46 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v9: T_t_bool_fun_fun$] : ! % 116.16/16.46 [v10: T_bool_fun$] : ! [v11: T_f_Expression_t_f_Expression_fun$] : ! [v12: % 116.16/16.46 T_f_Expression$] : ! [v13: T_t_f_Language_fun$] : ! [v14: T_f_Language$] : % 116.16/16.46 ! [v15: O_m_unit_Category_ext$] : ! [v16: M_m_m_fun_fun$] : ! [v17: % 116.16/16.46 M_m_fun$] : ! [v18: F_m_fun$] : ! [v19: M$] : ! [v20: M$] : ! [v21: % 116.16/16.46 O_m_IType$] : ! [v22: int] : (v22 = 0 | ~ (iFunctions$(v0) = v18) | ~ % 116.16/16.46 (fun_app$ae(v18, v4) = v19) | ~ (iCategory$(v0) = v15) | ~ % 116.16/16.46 (iSignature$(v0) = v7) | ~ (funsignature_abbrev$(v4, v7) = v9) | ~ % 116.16/16.46 (fun_app$ab(exprApp$, v4) = v11) | ~ (fun_app$aa(v11, v2) = v12) | ~ % 116.16/16.46 (fun_app$z(term$, v1) = v8) | ~ (fun_app$y(v8, v12) = v13) | ~ % 116.16/16.46 (fun_app$x(v13, v5) = v14) | ~ (interp$(v0, v14, v21) = v22) | ~ % 116.16/16.46 (fun_app$ac(iMor$, v20) = v21) | ~ (fun_app$v(v16, v6) = v17) | ~ % 116.16/16.46 (fun_app$u(v17, v19) = v20) | ~ (comp$(v15) = v16) | ~ (fun_app$q(v9, v3) % 116.16/16.46 = v10) | ~ (fun_app$e(v10, v5) = 0) | ~ % 116.16/16.46 T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v5) | ~ T$(v3) | ~ T$(v1) | % 116.16/16.46 ~ T_f_Expression$(v2) | ~ F$(v4) | ~ M$(v6) | ? [v23: % 116.16/16.46 T_t_f_Language_fun$] : ? [v24: T_f_Language$] : ? [v25: any] : ? [v26: % 116.16/16.46 O_m_IType$] : ? [v27: any] : (wellDefined$(v7, v24) = v25 & fun_app$y(v8, % 116.16/16.46 v2) = v23 & fun_app$x(v23, v3) = v24 & interp$(v0, v24, v26) = v27 & % 116.16/16.46 fun_app$ac(iMor$, v6) = v26 & T_f_Language$(v24) & O_m_IType$(v26) & % 116.16/16.46 T_t_f_Language_fun$(v23) & ( ~ (v27 = 0) | ~ (v25 = 0)))) & ! [v0: % 116.16/16.46 T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: T_f_Expression$] : % 116.16/16.46 ! [v3: T$] : ! [v4: F$] : ! [v5: T$] : ! [v6: M$] : ! [v7: % 116.16/16.46 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v8: T_t_f_Language_fun$] : ! % 116.16/16.46 [v9: T_f_Language$] : ! [v10: O_m_IType$] : ! [v11: % 116.16/16.46 T_f_Expression_t_f_Expression_fun$] : ! [v12: T_f_Expression$] : ! [v13: % 116.16/16.46 T_t_f_Language_fun$] : ! [v14: T_f_Language$] : ! [v15: % 116.16/16.46 O_m_unit_Category_ext$] : ! [v16: M_m_m_fun_fun$] : ! [v17: M_m_fun$] : ! % 116.16/16.46 [v18: F_m_fun$] : ! [v19: M$] : ! [v20: M$] : ! [v21: O_m_IType$] : ! % 116.16/16.46 [v22: int] : (v22 = 0 | ~ (iFunctions$(v0) = v18) | ~ (fun_app$ae(v18, v4) = % 116.16/16.46 v19) | ~ (iCategory$(v0) = v15) | ~ (fun_app$ab(exprApp$, v4) = v11) | % 116.16/16.46 ~ (fun_app$aa(v11, v2) = v12) | ~ (fun_app$z(term$, v1) = v7) | ~ % 116.16/16.46 (fun_app$y(v7, v12) = v13) | ~ (fun_app$y(v7, v2) = v8) | ~ % 116.16/16.46 (fun_app$x(v13, v5) = v14) | ~ (fun_app$x(v8, v3) = v9) | ~ (interp$(v0, % 116.16/16.46 v14, v21) = v22) | ~ (interp$(v0, v9, v10) = 0) | ~ (fun_app$ac(iMor$, % 116.16/16.46 v20) = v21) | ~ (fun_app$ac(iMor$, v6) = v10) | ~ (fun_app$v(v16, v6) % 116.16/16.46 = v17) | ~ (fun_app$u(v17, v19) = v20) | ~ (comp$(v15) = v16) | ~ % 116.16/16.46 T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v5) | ~ T$(v3) | ~ T$(v1) | % 116.16/16.46 ~ T_f_Expression$(v2) | ~ F$(v4) | ~ M$(v6) | ? [v23: % 116.16/16.46 T_f_unit_Signature_ext$] : ? [v24: any] : ? [v25: T_t_bool_fun_fun$] : % 116.16/16.46 ? [v26: T_bool_fun$] : ? [v27: any] : (iSignature$(v0) = v23 & % 116.16/16.46 wellDefined$(v23, v9) = v24 & funsignature_abbrev$(v4, v23) = v25 & % 116.16/16.46 fun_app$q(v25, v3) = v26 & fun_app$e(v26, v5) = v27 & T_bool_fun$(v26) & % 116.16/16.46 T_f_unit_Signature_ext$(v23) & T_t_bool_fun_fun$(v25) & ( ~ (v27 = 0) | ~ % 116.16/16.46 (v24 = 0)))) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : % 116.16/16.46 ! [v2: T_f_Expression$] : ! [v3: T$] : ! [v4: F$] : ! [v5: T$] : ! [v6: % 116.16/16.46 M$] : ! [v7: T_f_unit_Signature_ext$] : ! [v8: % 116.16/16.46 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v9: T_t_f_Language_fun$] : ! % 116.16/16.46 [v10: T_f_Language$] : ! [v11: T_t_bool_fun_fun$] : ! [v12: T_bool_fun$] : % 116.16/16.46 ! [v13: O_m_IType$] : ( ~ (iSignature$(v0) = v7) | ~ % 116.16/16.46 (funsignature_abbrev$(v4, v7) = v11) | ~ (fun_app$z(term$, v1) = v8) | ~ % 116.16/16.46 (fun_app$y(v8, v2) = v9) | ~ (fun_app$x(v9, v3) = v10) | ~ (interp$(v0, % 116.16/16.46 v10, v13) = 0) | ~ (fun_app$ac(iMor$, v6) = v13) | ~ (fun_app$q(v11, % 116.16/16.46 v3) = v12) | ~ (fun_app$e(v12, v5) = 0) | ~ % 116.16/16.46 T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v5) | ~ T$(v3) | ~ T$(v1) | % 116.16/16.46 ~ T_f_Expression$(v2) | ~ F$(v4) | ~ M$(v6) | ? [v14: any] : ? [v15: % 116.16/16.46 T_f_Expression_t_f_Expression_fun$] : ? [v16: T_f_Expression$] : ? [v17: % 116.16/16.46 T_t_f_Language_fun$] : ? [v18: T_f_Language$] : ? [v19: % 116.16/16.46 O_m_unit_Category_ext$] : ? [v20: M_m_m_fun_fun$] : ? [v21: M_m_fun$] : % 116.16/16.46 ? [v22: F_m_fun$] : ? [v23: M$] : ? [v24: M$] : ? [v25: O_m_IType$] : ? % 116.16/16.46 [v26: any] : (iFunctions$(v0) = v22 & fun_app$ae(v22, v4) = v23 & % 116.16/16.46 iCategory$(v0) = v19 & wellDefined$(v7, v10) = v14 & fun_app$ab(exprApp$, % 116.16/16.46 v4) = v15 & fun_app$aa(v15, v2) = v16 & fun_app$y(v8, v16) = v17 & % 116.16/16.46 fun_app$x(v17, v5) = v18 & interp$(v0, v18, v25) = v26 & fun_app$ac(iMor$, % 116.16/16.46 v24) = v25 & fun_app$v(v20, v6) = v21 & fun_app$u(v21, v23) = v24 & % 116.16/16.46 comp$(v19) = v20 & F_m_fun$(v22) & O_m_unit_Category_ext$(v19) & % 116.16/16.46 T_f_Expression_t_f_Expression_fun$(v15) & M_m_fun$(v21) & % 116.16/16.46 T_f_Language$(v18) & O_m_IType$(v25) & T_f_Expression$(v16) & % 116.16/16.46 T_t_f_Language_fun$(v17) & M$(v24) & M$(v23) & M_m_m_fun_fun$(v20) & ( ~ % 116.16/16.46 (v14 = 0) | v26 = 0))) % 116.16/16.46 % 116.16/16.46 (axiom94) % 116.16/16.47 T_f_o_m_unit_Interpretation_ext$(i$) & ? [v0: T_f_unit_Signature_ext$] : ? % 116.16/16.47 [v1: T_set$] : ? [v2: T_o_fun$] : ? [v3: O_m_unit_Category_ext$] : ? [v4: % 116.16/16.47 O_set$] : (baseTypes$(v0) = v1 & obj$(v3) = v4 & iCategory$(i$) = v3 & % 116.16/16.47 iTypes$(i$) = v2 & iSignature$(i$) = v0 & O_m_unit_Category_ext$(v3) & % 116.16/16.47 T_set$(v1) & T_f_unit_Signature_ext$(v0) & O_set$(v4) & T_o_fun$(v2) & ! % 116.16/16.47 [v5: T$] : ! [v6: O$] : ( ~ (fun_app$ad(v2, v5) = v6) | ~ T$(v5) | ? [v7: % 116.16/16.47 any] : ? [v8: any] : (member$e(v6, v4) = v8 & member$d(v5, v1) = v7 & ( % 116.16/16.47 ~ (v7 = 0) | v8 = 0))) & ! [v5: T$] : ( ~ (member$d(v5, v1) = 0) | ~ % 116.16/16.47 T$(v5) | ? [v6: O$] : (fun_app$ad(v2, v5) = v6 & member$e(v6, v4) = 0 & % 116.16/16.47 O$(v6)))) % 116.16/16.47 % 116.16/16.47 (conjecture24) % 116.16/16.47 T_f_o_m_unit_Interpretation_ext$(i$) & T$(b$) & T$(a$) & T_f_Expression$(ea$) % 116.16/16.47 & F$(f$) & F_t_f_Expression_t_f_Expression_fun_fun$(exprApp$) & % 116.16/16.47 T_t_f_Expression_t_t_f_Language_fun_fun_fun$(term$) & ? [v0: % 116.16/16.47 T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: % 116.16/16.47 T_f_Expression_t_f_Expression_fun$] : ? [v2: T_f_Expression$] : ? [v3: % 116.16/16.47 T_t_f_Language_fun$] : ? [v4: T_f_Language$] : (fun_app$ab(exprApp$, f$) = % 116.16/16.47 v1 & fun_app$aa(v1, ea$) = v2 & fun_app$z(term$, a$) = v0 & fun_app$y(v0, % 116.16/16.47 v2) = v3 & fun_app$x(v3, b$) = v4 & T_f_Expression_t_f_Expression_fun$(v1) % 116.16/16.47 & T_f_Language$(v4) & T_f_Expression$(v2) & % 116.16/16.47 T_f_Expression_t_t_f_Language_fun_fun$(v0) & T_t_f_Language_fun$(v3) & ! % 116.16/16.47 [v5: O_m_IType$] : ( ~ (interp$(i$, v4, v5) = 0) | ~ O_m_IType$(v5))) % 116.16/16.47 % 116.16/16.47 (function-axioms) % 116.16/16.53 ! [v0: O_m_unit_Category_ext$] : ! [v1: O_m_unit_Category_ext$] : ! [v2: % 116.16/16.53 Unit$] : ! [v3: M_m_m_fun_fun$] : ! [v4: O_m_fun$] : ! [v5: M_o_fun$] : % 116.16/16.53 ! [v6: M_o_fun$] : ! [v7: M_set$] : ! [v8: O_set$] : (v1 = v0 | ~ % 116.16/16.53 (category_ext$(v8, v7, v6, v5, v4, v3, v2) = v1) | ~ (category_ext$(v8, v7, % 116.16/16.53 v6, v5, v4, v3, v2) = v0)) & ! [v0: T_t_unit_Signature_ext$] : ! [v1: % 116.16/16.53 T_t_unit_Signature_ext$] : ! [v2: Unit$] : ! [v3: T_t_fun$] : ! [v4: % 116.16/16.53 T_t_fun$] : ! [v5: T_set$] : ! [v6: T_set$] : (v1 = v0 | ~ % 116.16/16.53 (signature_ext$d(v6, v5, v4, v3, v2) = v1) | ~ (signature_ext$d(v6, v5, v4, % 116.16/16.53 v3, v2) = v0)) & ! [v0: O_t_unit_Signature_ext$] : ! [v1: % 116.16/16.53 O_t_unit_Signature_ext$] : ! [v2: Unit$] : ! [v3: T_o_fun$] : ! [v4: % 116.16/16.53 T_o_fun$] : ! [v5: T_set$] : ! [v6: O_set$] : (v1 = v0 | ~ % 116.16/16.53 (signature_ext$c(v6, v5, v4, v3, v2) = v1) | ~ (signature_ext$c(v6, v5, v4, % 116.16/16.53 v3, v2) = v0)) & ! [v0: T_o_unit_Signature_ext$] : ! [v1: % 116.16/16.53 T_o_unit_Signature_ext$] : ! [v2: Unit$] : ! [v3: O_t_fun$] : ! [v4: % 116.16/16.53 O_t_fun$] : ! [v5: O_set$] : ! [v6: T_set$] : (v1 = v0 | ~ % 116.16/16.53 (signature_ext$b(v6, v5, v4, v3, v2) = v1) | ~ (signature_ext$b(v6, v5, v4, % 116.54/16.53 v3, v2) = v0)) & ! [v0: O_o_unit_Signature_ext$] : ! [v1: % 116.54/16.53 O_o_unit_Signature_ext$] : ! [v2: Unit$] : ! [v3: O_o_fun$] : ! [v4: % 116.54/16.53 O_o_fun$] : ! [v5: O_set$] : ! [v6: O_set$] : (v1 = v0 | ~ % 116.54/16.53 (signature_ext$a(v6, v5, v4, v3, v2) = v1) | ~ (signature_ext$a(v6, v5, v4, % 116.54/16.53 v3, v2) = v0)) & ! [v0: T_f_unit_Signature_ext$] : ! [v1: % 116.54/16.53 T_f_unit_Signature_ext$] : ! [v2: Unit$] : ! [v3: F_t_fun$] : ! [v4: % 116.54/16.53 F_t_fun$] : ! [v5: F_set$] : ! [v6: T_set$] : (v1 = v0 | ~ % 116.54/16.53 (signature_ext$(v6, v5, v4, v3, v2) = v1) | ~ (signature_ext$(v6, v5, v4, % 116.54/16.53 v3, v2) = v0)) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v2: Unit$] : ! [v3: F_m_fun$] : ! % 116.54/16.53 [v4: T_o_fun$] : ! [v5: O_m_unit_Category_ext$] : ! [v6: % 116.54/16.53 T_f_unit_Signature_ext$] : (v1 = v0 | ~ (interpretation_ext$(v6, v5, v4, % 116.54/16.53 v3, v2) = v1) | ~ (interpretation_ext$(v6, v5, v4, v3, v2) = v0)) & ! % 116.54/16.53 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 O_o_fun_m_m_fun_o_m_IType_o_m_IType_fun_fun_fun$] : ! [v3: % 116.54/16.53 O_o_fun_m_m_fun_o_m_IType_o_m_IType_fun_fun_fun$] : ! [v4: % 116.54/16.53 M_m_fun_o_m_IType_o_m_IType_fun_fun_m_m_fun_o_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: O_o_fun_o_o_fun_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$bh(v5, v4, % 116.54/16.53 v3, v2) = v1) | ~ (rel_fun$bh(v5, v4, v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$be(v5, v4, v3, v2) = v1) | ~ (rel_fun$be(v5, v4, v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: % 116.54/16.53 O_o_m_IType_fun_m_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 O_o_m_IType_fun_m_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 M_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_m_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: O_o_m_IType_fun_o_o_m_IType_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$ba(v5, v4, v3, v2) = v1) | ~ (rel_fun$ba(v5, v4, v3, v2) = v0)) & % 116.54/16.53 ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$au(v5, v4, v3, v2) = v1) | ~ (rel_fun$au(v5, v4, v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: % 116.54/16.53 M_o_m_IType_fun_m_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 M_o_m_IType_fun_m_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 M_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_m_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: M_o_m_IType_fun_m_o_m_IType_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$ap(v5, v4, v3, v2) = v1) | ~ (rel_fun$ap(v5, v4, v3, v2) = v0)) & % 116.54/16.53 ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$ak(v5, v4, v3, v2) = v1) | ~ (rel_fun$ak(v5, v4, v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$af(v5, v4, v3, v2) = v1) | ~ (rel_fun$af(v5, v4, v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: % 116.54/16.53 T_t_f_Language_fun_t_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Language_fun_t_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 T_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_t_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: T_t_f_Language_fun_t_t_f_Language_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$aa(v5, v4, v3, v2) = v1) | ~ (rel_fun$aa(v5, v4, v3, v2) = v0)) & % 116.54/16.53 ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$s(v5, v4, v3, v2) = v1) | ~ (rel_fun$s(v5, v4, v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$k(v5, v4, v3, v2) = v1) | ~ (rel_fun$k(v5, v4, v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: % 116.54/16.53 T_t_f_Language_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Language_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_fun$] % 116.54/16.53 : ! [v4: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v5: T_t_f_Language_fun_t_t_f_Language_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$c(v5, v4, v3, v2) = v1) | ~ (rel_fun$c(v5, v4, v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_t_Language$] : ! [v1: T_t_Language$] : ! [v2: T$] : ! [v3: % 116.54/16.53 T_t_Expression$] : ! [v4: T_t_Expression$] : ! [v5: T$] : (v1 = v0 | ~ % 116.54/16.53 (equation$c(v5, v4, v3, v2) = v1) | ~ (equation$c(v5, v4, v3, v2) = v0)) & % 116.54/16.53 ! [v0: O_t_Language$] : ! [v1: O_t_Language$] : ! [v2: O$] : ! [v3: % 116.54/16.53 O_t_Expression$] : ! [v4: O_t_Expression$] : ! [v5: O$] : (v1 = v0 | ~ % 116.54/16.53 (equation$b(v5, v4, v3, v2) = v1) | ~ (equation$b(v5, v4, v3, v2) = v0)) & % 116.54/16.53 ! [v0: T_o_Language$] : ! [v1: T_o_Language$] : ! [v2: T$] : ! [v3: % 116.54/16.53 T_o_Expression$] : ! [v4: T_o_Expression$] : ! [v5: T$] : (v1 = v0 | ~ % 116.54/16.53 (equation$a(v5, v4, v3, v2) = v1) | ~ (equation$a(v5, v4, v3, v2) = v0)) & % 116.54/16.53 ! [v0: O_o_Language$] : ! [v1: O_o_Language$] : ! [v2: O$] : ! [v3: % 116.54/16.53 O_o_Expression$] : ! [v4: O_o_Expression$] : ! [v5: O$] : (v1 = v0 | ~ % 116.54/16.53 (equation$(v5, v4, v3, v2) = v1) | ~ (equation$(v5, v4, v3, v2) = v0)) & ! % 116.54/16.53 [v0: Nat$] : ! [v1: Nat$] : ! [v2: T_f_Language$] : ! [v3: F_nat_fun$] : ! % 116.54/16.53 [v4: T_nat_fun$] : (v1 = v0 | ~ (size_Language$(v4, v3, v2) = v1) | ~ % 116.54/16.53 (size_Language$(v4, v3, v2) = v0)) & ! [v0: Nat$] : ! [v1: Nat$] : ! [v2: % 116.54/16.53 O_m_IType$] : ! [v3: M_nat_fun$] : ! [v4: O_nat_fun$] : (v1 = v0 | ~ % 116.54/16.53 (size_IType$(v4, v3, v2) = v1) | ~ (size_IType$(v4, v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_f_Language$] : ! [v1: T_f_Language$] : ! [v2: T_f_Language$] : ! % 116.54/16.53 [v3: F_f_fun$] : ! [v4: T_t_fun$] : (v1 = v0 | ~ (map_Language$(v4, v3, v2) % 116.54/16.53 = v1) | ~ (map_Language$(v4, v3, v2) = v0)) & ! [v0: T_t_Language$] : ! % 116.54/16.53 [v1: T_t_Language$] : ! [v2: T$] : ! [v3: T_t_Expression$] : ! [v4: T$] : % 116.54/16.53 (v1 = v0 | ~ (term$d(v4, v3, v2) = v1) | ~ (term$d(v4, v3, v2) = v0)) & ! % 116.54/16.53 [v0: O_t_Language$] : ! [v1: O_t_Language$] : ! [v2: O$] : ! [v3: % 116.54/16.53 O_t_Expression$] : ! [v4: O$] : (v1 = v0 | ~ (term$c(v4, v3, v2) = v1) | % 116.54/16.53 ~ (term$c(v4, v3, v2) = v0)) & ! [v0: T_o_Language$] : ! [v1: % 116.54/16.53 T_o_Language$] : ! [v2: T$] : ! [v3: T_o_Expression$] : ! [v4: T$] : (v1 % 116.54/16.53 = v0 | ~ (term$b(v4, v3, v2) = v1) | ~ (term$b(v4, v3, v2) = v0)) & ! % 116.54/16.53 [v0: O_o_Language$] : ! [v1: O_o_Language$] : ! [v2: O$] : ! [v3: % 116.54/16.53 O_o_Expression$] : ! [v4: O$] : (v1 = v0 | ~ (term$a(v4, v3, v2) = v1) | % 116.54/16.53 ~ (term$a(v4, v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: O_m_IType$] : ! [v3: T_f_Language$] : ! [v4: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (interp$(v4, v3, v2) = v1) % 116.54/16.53 | ~ (interp$(v4, v3, v2) = v0)) & ! [v0: Nat$] : ! [v1: Nat$] : ! [v2: % 116.54/16.53 F$] : ! [v3: F_nat_fun$] : (v1 = v0 | ~ (fun_app$bz(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$bz(v3, v2) = v0)) & ! [v0: Nat$] : ! [v1: Nat$] : ! [v2: M$] : % 116.54/16.53 ! [v3: M_nat_fun$] : (v1 = v0 | ~ (fun_app$by(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$by(v3, v2) = v0)) & ! [v0: T_f_Expression_nat_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_nat_fun$] : ! [v2: F_nat_fun$] : ! [v3: T_nat_fun$] : (v1 = % 116.54/16.53 v0 | ~ (size_Expression$(v3, v2) = v1) | ~ (size_Expression$(v3, v2) = % 116.54/16.53 v0)) & ! [v0: Nat$] : ! [v1: Nat$] : ! [v2: T_f_Expression$] : ! [v3: % 116.54/16.53 T_f_Expression_nat_fun$] : (v1 = v0 | ~ (fun_app$bx(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$bx(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun$] : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun$] : ! [v2: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun$] : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (fun_app$bw(v3, v2) = v1) | ~ (fun_app$bw(v3, v2) = v0)) & ! % 116.54/16.53 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun$] : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bv(v3, v2) = v1) | ~ (fun_app$bv(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_fun$] : ! [v2: F_f_fun$] : ! [v3: T_t_fun$] % 116.54/16.53 : (v1 = v0 | ~ (map_Expression$(v3, v2) = v1) | ~ (map_Expression$(v3, v2) = % 116.54/16.53 v0)) & ! [v0: F$] : ! [v1: F$] : ! [v2: F$] : ! [v3: F_f_fun$] : (v1 = % 116.54/16.53 v0 | ~ (fun_app$bu(v3, v2) = v1) | ~ (fun_app$bu(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_m_fun_o_m_IType_o_m_IType_fun_fun$] : ! [v1: % 116.54/16.53 M_m_fun_o_m_IType_o_m_IType_fun_fun$] : ! [v2: O_o_fun$] : ! [v3: % 116.54/16.53 O_o_fun_m_m_fun_o_m_IType_o_m_IType_fun_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bt(v3, v2) = v1) | ~ (fun_app$bt(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_IType_o_m_IType_fun$] : ! [v1: O_m_IType_o_m_IType_fun$] : ! [v2: % 116.54/16.53 M_m_fun$] : ! [v3: M_m_fun_o_m_IType_o_m_IType_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bs(v3, v2) = v1) | ~ (fun_app$bs(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_IType$] : ! [v1: O_m_IType$] : ! [v2: O_m_IType$] : ! [v3: % 116.54/16.53 O_m_IType_o_m_IType_fun$] : (v1 = v0 | ~ (fun_app$br(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$br(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: T_f_Expression_t_f_Expression_bool_fun_fun$] : ! [v3: % 116.54/16.53 T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$bl(v3, % 116.54/16.53 v2) = v1) | ~ (rel_fun$bl(v3, v2) = v0)) & ! [v0: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_bool_fun$] : ! [v1: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_bool_fun$] : ! [v2: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun$] : ! [v3: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (fun_app$bq(v3, v2) = v1) | ~ (fun_app$bq(v3, v2) = v0)) & ! % 116.54/16.53 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun$] : ! [v3: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bp(v3, v2) = v1) | ~ (fun_app$bp(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun$] : % 116.54/16.53 ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun$] : % 116.54/16.53 ! [v2: T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun$] : ! % 116.54/16.53 [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (fun_app$bo(v3, v2) = v1) | ~ (fun_app$bo(v3, v2) = v0)) & ! % 116.54/16.53 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun$] : ! [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun$] : % 116.54/16.53 (v1 = v0 | ~ (fun_app$bn(v3, v2) = v1) | ~ (fun_app$bn(v3, v2) = v0)) & ! % 116.54/16.53 [v0: O_o_fun_o_o_fun_bool_fun_fun$] : ! [v1: O_o_fun_o_o_fun_bool_fun_fun$] : % 116.54/16.53 ! [v2: O_o_bool_fun_fun$] : ! [v3: O_o_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$bi(v3, v2) = v1) | ~ (rel_fun$bi(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_m_fun_m_m_fun_bool_fun_fun$] : ! [v1: M_m_fun_m_m_fun_bool_fun_fun$] : ! % 116.54/16.53 [v2: M_m_bool_fun_fun$] : ! [v3: M_m_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$bk(v3, v2) = v1) | ~ (rel_fun$bk(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_m_fun_o_m_IType_o_m_IType_fun_fun_m_m_fun_o_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 M_m_fun_o_m_IType_o_m_IType_fun_fun_m_m_fun_o_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: O_m_IType_o_m_IType_fun_o_m_IType_o_m_IType_fun_bool_fun_fun$] : ! % 116.54/16.53 [v3: M_m_fun_m_m_fun_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$bj(v3, v2) = v1) % 116.54/16.53 | ~ (rel_fun$bj(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_IType$d(v3, v2) = v1) | ~ (rel_IType$d(v3, v2) = v0)) & % 116.54/16.53 ! [v0: % 116.54/16.53 F_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 F_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_bool_fun_fun$] % 116.54/16.53 : ! [v3: F_f_IType_f_f_IType_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$bg(v3, % 116.54/16.53 v2) = v1) | ~ (rel_fun$bg(v3, v2) = v0)) & ! [v0: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 F_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_IType_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$bf(v3, v2) = v1) | ~ (rel_fun$bf(v3, v2) = v0)) & ! % 116.54/16.53 [v0: M_o_m_IType_fun_bool_fun$] : ! [v1: M_o_m_IType_fun_bool_fun$] : ! [v2: % 116.54/16.53 M_o_m_IType_fun$] : ! [v3: M_o_m_IType_fun_m_o_m_IType_fun_bool_fun_fun$] : % 116.54/16.53 (v1 = v0 | ~ (fun_app$bm(v3, v2) = v1) | ~ (fun_app$bm(v3, v2) = v0)) & ! % 116.54/16.53 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 M_o_m_IType_fun$] : ! [v3: M_o_m_IType_fun_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bl(v3, v2) = v1) | ~ (fun_app$bl(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_IType_o_m_IType_fun_o_m_IType_o_m_IType_fun_bool_fun_fun$] : ! [v1: % 116.54/16.53 O_m_IType_o_m_IType_fun_o_m_IType_o_m_IType_fun_bool_fun_fun$] : ! [v2: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : ! [v3: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$bd(v3, v2) = v1) % 116.54/16.53 | ~ (rel_fun$bd(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: O_m_IType_o_m_IType_fun_o_m_IType_o_m_IType_fun_bool_fun_fun$] : ! % 116.54/16.53 [v3: Bool_o_m_IType_fun_bool_o_m_IType_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$bc(v3, v2) = v1) | ~ (rel_fun$bc(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_m_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 M_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_m_o_m_IType_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 Bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_bool_o_m_IType_fun_o_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: M_o_m_IType_fun_m_o_m_IType_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$bb(v3, v2) = v1) | ~ (rel_fun$bb(v3, v2) = v0)) & ! [v0: % 116.54/16.53 F_f_IType_f_f_IType_bool_fun_fun$] : ! [v1: % 116.54/16.53 F_f_IType_f_f_IType_bool_fun_fun$] : ! [v2: F_f_bool_fun_fun$] : ! [v3: % 116.54/16.53 F_f_bool_fun_fun$] : (v1 = v0 | ~ (rel_IType$c(v3, v2) = v1) | ~ % 116.54/16.53 (rel_IType$c(v3, v2) = v0)) & ! [v0: % 116.54/16.53 F_f_IType_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 F_f_IType_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: F_f_IType_f_f_IType_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$az(v3, % 116.54/16.53 v2) = v1) | ~ (rel_fun$az(v3, v2) = v0)) & ! [v0: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: F_f_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$av(v3, v2) = v1) | ~ % 116.54/16.53 (rel_fun$av(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_fun_t_f_Expression_t_f_Expression_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: Bool_bool_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$ay(v3, v2) = v1) | % 116.54/16.53 ~ (rel_fun$ay(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 F_f_IType_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$ax(v3, v2) = v1) | ~ (rel_fun$ax(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_bool_t_f_Expression_t_f_Expression_fun_fun_f_f_IType_t_f_Expression_t_f_Expression_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun_f_t_f_Expression_t_f_Expression_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$aw(v3, v2) = v1) | ~ (rel_fun$aw(v3, v2) = v0)) & ! % 116.54/16.53 [v0: M_m_IType_m_m_IType_bool_fun_fun$] : ! [v1: % 116.54/16.53 M_m_IType_m_m_IType_bool_fun_fun$] : ! [v2: M_m_bool_fun_fun$] : ! [v3: % 116.54/16.53 M_m_bool_fun_fun$] : (v1 = v0 | ~ (rel_IType$b(v3, v2) = v1) | ~ % 116.54/16.53 (rel_IType$b(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_m_IType_o_m_IType_fun_m_m_IType_o_m_IType_fun_bool_fun_fun$] : ! [v1: % 116.54/16.53 M_m_IType_o_m_IType_fun_m_m_IType_o_m_IType_fun_bool_fun_fun$] : ! [v2: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : ! [v3: % 116.54/16.53 M_m_IType_m_m_IType_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$at(v3, v2) = v1) % 116.54/16.53 | ~ (rel_fun$at(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_o_m_IType_fun_m_o_m_IType_fun_bool_fun_fun$] : ! [v1: % 116.54/16.53 M_o_m_IType_fun_m_o_m_IType_fun_bool_fun_fun$] : ! [v2: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : ! [v3: M_m_bool_fun_fun$] : (v1 = v0 | % 116.54/16.53 ~ (rel_fun$aq(v3, v2) = v1) | ~ (rel_fun$aq(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: M_m_IType_o_m_IType_fun_m_m_IType_o_m_IType_fun_bool_fun_fun$] : ! % 116.54/16.53 [v3: Bool_o_m_IType_fun_bool_o_m_IType_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$as(v3, v2) = v1) | ~ (rel_fun$as(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_m_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 M_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_m_o_m_IType_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 Bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_bool_o_m_IType_fun_m_m_IType_o_m_IType_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: M_o_m_IType_fun_m_o_m_IType_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$ar(v3, v2) = v1) | ~ (rel_fun$ar(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun_t_f_Expression_t_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_IType_t_t_IType_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$ao(v3, % 116.54/16.53 v2) = v1) | ~ (rel_fun$ao(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun_t_f_Expression_t_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: Bool_bool_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$an(v3, v2) = v1) | % 116.54/16.53 ~ (rel_fun$an(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 Bool_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$am(v3, v2) = v1) | ~ (rel_fun$am(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 Bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_IType_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$al(v3, v2) = v1) | ~ (rel_fun$al(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_IType_t_t_IType_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$aj(v3, % 116.54/16.53 v2) = v1) | ~ (rel_fun$aj(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: Bool_bool_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$ai(v3, v2) = v1) | % 116.54/16.53 ~ (rel_fun$ai(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$ah(v3, v2) = v1) | ~ (rel_fun$ah(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 Bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_IType_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$ag(v3, v2) = v1) | ~ (rel_fun$ag(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_t_IType_t_t_IType_bool_fun_fun$] : ! [v1: % 116.54/16.53 T_t_IType_t_t_IType_bool_fun_fun$] : ! [v2: T_t_bool_fun_fun$] : ! [v3: % 116.54/16.53 T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_IType$a(v3, v2) = v1) | ~ % 116.54/16.53 (rel_IType$a(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_IType_t_f_Language_fun_t_t_IType_t_f_Language_fun_bool_fun_fun$] : ! % 116.54/16.53 [v1: T_t_IType_t_f_Language_fun_t_t_IType_t_f_Language_fun_bool_fun_fun$] : ! % 116.54/16.53 [v2: T_f_Language_t_f_Language_bool_fun_fun$] : ! [v3: % 116.54/16.53 T_t_IType_t_t_IType_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$ae(v3, v2) = v1) % 116.54/16.53 | ~ (rel_fun$ae(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_t_f_Language_fun_bool_t_f_Language_fun_bool_fun_fun$] : ! [v1: % 116.54/16.53 Bool_t_f_Language_fun_bool_t_f_Language_fun_bool_fun_fun$] : ! [v2: % 116.54/16.53 T_f_Language_t_f_Language_bool_fun_fun$] : ! [v3: Bool_bool_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$ad(v3, v2) = v1) | ~ (rel_fun$ad(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 Bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 Bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: T_t_IType_t_f_Language_fun_t_t_IType_t_f_Language_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: Bool_t_f_Language_fun_bool_t_f_Language_fun_bool_fun_fun$] : (v1 = % 116.54/16.53 v0 | ~ (rel_fun$ac(v3, v2) = v1) | ~ (rel_fun$ac(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_t_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_t_t_f_Language_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 Bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_bool_t_f_Language_fun_t_t_IType_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_f_Language_fun_t_t_f_Language_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$ab(v3, v2) = v1) | ~ (rel_fun$ab(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$v(v3, v2) = v1) | ~ (rel_fun$v(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$u(v3, v2) = v1) | ~ % 116.54/16.53 (rel_fun$u(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$y(v3, v2) = v1) | ~ (rel_fun$y(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$x(v3, v2) = v1) | ~ % 116.54/16.53 (rel_fun$x(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun_t_f_Expression_t_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_f_Language_t_f_Language_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$z(v3, v2) = v1) | ~ (rel_fun$z(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$w(v3, v2) = v1) | ~ (rel_fun$w(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$t(v3, v2) = v1) | ~ (rel_fun$t(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$n(v3, v2) = v1) | ~ (rel_fun$n(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$m(v3, v2) = v1) | ~ % 116.54/16.53 (rel_fun$m(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$q(v3, v2) = v1) | ~ (rel_fun$q(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$p(v3, v2) = v1) | ~ % 116.54/16.53 (rel_fun$p(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_f_Language_t_f_Language_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$r(v3, v2) = v1) | ~ (rel_fun$r(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$o(v3, v2) = v1) | ~ (rel_fun$o(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_fun_t_f_Language_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_t_t_f_Expression_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$l(v3, v2) = v1) | ~ (rel_fun$l(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun_t_f_Expression_t_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun_t_f_Expression_t_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: T_t_f_Language_fun_t_t_f_Language_fun_bool_fun_fun$] : ! [v3: % 116.54/16.53 T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$f(v3, % 116.54/16.53 v2) = v1) | ~ (rel_fun$f(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun_t_f_Expression_t_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$e(v3, v2) = v1) | ~ % 116.54/16.53 (rel_fun$e(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun_t_f_Expression_t_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (rel_fun$i(v3, v2) = v1) | ~ (rel_fun$i(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$h(v3, v2) = v1) | ~ % 116.54/16.53 (rel_fun$h(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Language_t_f_Language_fun_t_f_Language_t_f_Language_fun_bool_fun_fun$] : % 116.54/16.53 ! [v1: % 116.54/16.53 T_f_Language_t_f_Language_fun_t_f_Language_t_f_Language_fun_bool_fun_fun$] : % 116.54/16.53 ! [v2: T_f_Language_t_f_Language_bool_fun_fun$] : ! [v3: % 116.54/16.53 T_f_Language_t_f_Language_bool_fun_fun$] : (v1 = v0 | ~ (rel_fun$j(v3, v2) % 116.54/16.53 = v1) | ~ (rel_fun$j(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_f_Language_t_f_Language_fun_t_f_Language_t_f_Language_fun_bool_fun_fun$] : % 116.54/16.53 ! [v3: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$g(v3, v2) = v1) | ~ (rel_fun$g(v3, v2) = v0)) & ! % 116.54/16.53 [v0: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v1: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v2: % 116.54/16.53 T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_t_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun_t_f_Language_t_f_Language_fun_fun_bool_fun_fun$] % 116.54/16.53 : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun_t_t_f_Expression_t_t_f_Language_fun_fun_fun_bool_fun_fun$] % 116.54/16.53 : (v1 = v0 | ~ (rel_fun$d(v3, v2) = v1) | ~ (rel_fun$d(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_t_f_Language_fun_t_t_f_Language_fun_bool_fun_fun$] : ! [v1: % 116.54/16.53 T_t_f_Language_fun_t_t_f_Language_fun_bool_fun_fun$] : ! [v2: % 116.54/16.53 T_f_Language_t_f_Language_bool_fun_fun$] : ! [v3: T_t_bool_fun_fun$] : (v1 % 116.54/16.53 = v0 | ~ (rel_fun$b(v3, v2) = v1) | ~ (rel_fun$b(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_f_Language_fun_bool_fun$] : ! [v1: T_t_f_Language_fun_bool_fun$] : ! % 116.54/16.53 [v2: T_t_f_Language_fun$] : ! [v3: % 116.54/16.53 T_t_f_Language_fun_t_t_f_Language_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bk(v3, v2) = v1) | ~ (fun_app$bk(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 T_t_f_Language_fun$] : ! [v3: T_t_f_Language_fun_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bj(v3, v2) = v1) | ~ (fun_app$bj(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_o_m_IType_fun_o_o_m_IType_fun_bool_fun_fun$] : ! [v1: % 116.54/16.53 O_o_m_IType_fun_o_o_m_IType_fun_bool_fun_fun$] : ! [v2: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : ! [v3: O_o_bool_fun_fun$] : (v1 = v0 | % 116.54/16.53 ~ (rel_fun$a(v3, v2) = v1) | ~ (rel_fun$a(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_o_m_IType_fun_bool_fun$] : ! [v1: O_o_m_IType_fun_bool_fun$] : ! [v2: % 116.54/16.53 O_o_m_IType_fun$] : ! [v3: O_o_m_IType_fun_o_o_m_IType_fun_bool_fun_fun$] : % 116.54/16.53 (v1 = v0 | ~ (fun_app$bi(v3, v2) = v1) | ~ (fun_app$bi(v3, v2) = v0)) & ! % 116.54/16.53 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 O_o_m_IType_fun$] : ! [v3: O_o_m_IType_fun_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bh(v3, v2) = v1) | ~ (fun_app$bh(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_o_m_IType_fun_bool_o_m_IType_fun_bool_fun_fun$] : ! [v1: % 116.54/16.53 Bool_o_m_IType_fun_bool_o_m_IType_fun_bool_fun_fun$] : ! [v2: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : ! [v3: Bool_bool_bool_fun_fun$] : (v1 % 116.54/16.53 = v0 | ~ (rel_fun$(v3, v2) = v1) | ~ (rel_fun$(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_o_m_IType_fun_bool_fun$] : ! [v1: Bool_o_m_IType_fun_bool_fun$] : ! % 116.54/16.53 [v2: Bool_o_m_IType_fun$] : ! [v3: % 116.54/16.53 Bool_o_m_IType_fun_bool_o_m_IType_fun_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bg(v3, v2) = v1) | ~ (fun_app$bg(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 Bool_o_m_IType_fun$] : ! [v3: Bool_o_m_IType_fun_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$bf(v3, v2) = v1) | ~ (fun_app$bf(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_bool_fun_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_bool_fun_fun$] : ! [v2: F_f_bool_fun_fun$] : % 116.54/16.53 ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_Expression$(v3, v2) = v1) | ~ % 116.54/16.53 (rel_Expression$(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Language_t_f_Language_bool_fun_fun$] : ! [v1: % 116.54/16.53 T_f_Language_t_f_Language_bool_fun_fun$] : ! [v2: F_f_bool_fun_fun$] : ! % 116.54/16.53 [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ (rel_Language$(v3, v2) = v1) | ~ % 116.54/16.53 (rel_Language$(v3, v2) = v0)) & ! [v0: T_t_unit_Signature_ext$] : ! [v1: % 116.54/16.53 T_t_unit_Signature_ext$] : ! [v2: T_t_unit_Signature_ext$] : ! [v3: % 116.54/16.53 T_t_fun_t_t_fun_fun$] : (v1 = v0 | ~ (sigCod_update$d(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod_update$d(v3, v2) = v0)) & ! [v0: O_t_unit_Signature_ext$] : ! [v1: % 116.54/16.53 O_t_unit_Signature_ext$] : ! [v2: O_t_unit_Signature_ext$] : ! [v3: % 116.54/16.53 T_o_fun_t_o_fun_fun$] : (v1 = v0 | ~ (sigCod_update$c(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod_update$c(v3, v2) = v0)) & ! [v0: T_o_unit_Signature_ext$] : ! [v1: % 116.54/16.53 T_o_unit_Signature_ext$] : ! [v2: T_o_unit_Signature_ext$] : ! [v3: % 116.54/16.53 O_t_fun_o_t_fun_fun$] : (v1 = v0 | ~ (sigCod_update$b(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod_update$b(v3, v2) = v0)) & ! [v0: O_o_unit_Signature_ext$] : ! [v1: % 116.54/16.53 O_o_unit_Signature_ext$] : ! [v2: O_o_unit_Signature_ext$] : ! [v3: % 116.54/16.53 O_o_fun_o_o_fun_fun$] : (v1 = v0 | ~ (sigCod_update$a(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod_update$a(v3, v2) = v0)) & ! [v0: T_t_unit_Signature_ext$] : ! [v1: % 116.54/16.53 T_t_unit_Signature_ext$] : ! [v2: T_t_unit_Signature_ext$] : ! [v3: % 116.54/16.53 T_t_fun_t_t_fun_fun$] : (v1 = v0 | ~ (sigDom_update$d(v3, v2) = v1) | ~ % 116.54/16.53 (sigDom_update$d(v3, v2) = v0)) & ! [v0: T_t_fun$] : ! [v1: T_t_fun$] : ! % 116.54/16.53 [v2: T_t_fun$] : ! [v3: T_t_fun_t_t_fun_fun$] : (v1 = v0 | ~ (fun_app$be(v3, % 116.54/16.53 v2) = v1) | ~ (fun_app$be(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_t_unit_Signature_ext$] : ! [v1: O_t_unit_Signature_ext$] : ! [v2: % 116.54/16.53 O_t_unit_Signature_ext$] : ! [v3: T_o_fun_t_o_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (sigDom_update$c(v3, v2) = v1) | ~ (sigDom_update$c(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_o_unit_Signature_ext$] : ! [v1: T_o_unit_Signature_ext$] : ! [v2: % 116.54/16.53 T_o_unit_Signature_ext$] : ! [v3: O_t_fun_o_t_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (sigDom_update$b(v3, v2) = v1) | ~ (sigDom_update$b(v3, v2) = v0)) & ! % 116.54/16.53 [v0: O_t_fun$] : ! [v1: O_t_fun$] : ! [v2: O_t_fun$] : ! [v3: % 116.54/16.53 O_t_fun_o_t_fun_fun$] : (v1 = v0 | ~ (fun_app$bd(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$bd(v3, v2) = v0)) & ! [v0: O_o_unit_Signature_ext$] : ! [v1: % 116.54/16.53 O_o_unit_Signature_ext$] : ! [v2: O_o_unit_Signature_ext$] : ! [v3: % 116.54/16.53 O_o_fun_o_o_fun_fun$] : (v1 = v0 | ~ (sigDom_update$a(v3, v2) = v1) | ~ % 116.54/16.53 (sigDom_update$a(v3, v2) = v0)) & ! [v0: O_o_fun$] : ! [v1: O_o_fun$] : ! % 116.54/16.53 [v2: O_o_fun$] : ! [v3: O_o_fun_o_o_fun_fun$] : (v1 = v0 | ~ (fun_app$bc(v3, % 116.54/16.53 v2) = v1) | ~ (fun_app$bc(v3, v2) = v0)) & ! [v0: F_t_fun$] : ! [v1: % 116.54/16.53 F_t_fun$] : ! [v2: F_t_fun$] : ! [v3: F_t_fun_f_t_fun_fun$] : (v1 = v0 | % 116.54/16.53 ~ (fun_app$bb(v3, v2) = v1) | ~ (fun_app$bb(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_bool_fun_fun$] : ! [v1: T_t_bool_fun_fun$] : ! [v2: % 116.54/16.53 T_m_unit_Signature_ext$] : ! [v3: M$] : (v1 = v0 | ~ % 116.54/16.53 (funsignature_abbrev$i(v3, v2) = v1) | ~ (funsignature_abbrev$i(v3, v2) = % 116.54/16.53 v0)) & ! [v0: F_f_bool_fun_fun$] : ! [v1: F_f_bool_fun_fun$] : ! [v2: % 116.54/16.53 F_o_unit_Signature_ext$] : ! [v3: O$] : (v1 = v0 | ~ % 116.54/16.53 (funsignature_abbrev$h(v3, v2) = v1) | ~ (funsignature_abbrev$h(v3, v2) = % 116.54/16.53 v0)) & ! [v0: M_m_bool_fun_fun$] : ! [v1: M_m_bool_fun_fun$] : ! [v2: % 116.54/16.53 M_o_unit_Signature_ext$] : ! [v3: O$] : (v1 = v0 | ~ % 116.54/16.53 (funsignature_abbrev$g(v3, v2) = v1) | ~ (funsignature_abbrev$g(v3, v2) = % 116.54/16.53 v0)) & ! [v0: F_f_bool_fun_fun$] : ! [v1: F_f_bool_fun_fun$] : ! [v2: % 116.54/16.53 F_t_unit_Signature_ext$] : ! [v3: T$] : (v1 = v0 | ~ % 116.54/16.53 (funsignature_abbrev$f(v3, v2) = v1) | ~ (funsignature_abbrev$f(v3, v2) = % 116.54/16.53 v0)) & ! [v0: M_m_bool_fun_fun$] : ! [v1: M_m_bool_fun_fun$] : ! [v2: % 116.54/16.53 M_t_unit_Signature_ext$] : ! [v3: T$] : (v1 = v0 | ~ % 116.54/16.53 (funsignature_abbrev$e(v3, v2) = v1) | ~ (funsignature_abbrev$e(v3, v2) = % 116.54/16.53 v0)) & ! [v0: T$] : ! [v1: T$] : ! [v2: M$] : ! [v3: % 116.54/16.53 T_m_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$i(v3, v2) = v1) | ~ % 116.54/16.53 (sigDom$i(v3, v2) = v0)) & ! [v0: F$] : ! [v1: F$] : ! [v2: O$] : ! [v3: % 116.54/16.53 F_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$h(v3, v2) = v1) | ~ % 116.54/16.53 (sigDom$h(v3, v2) = v0)) & ! [v0: F$] : ! [v1: F$] : ! [v2: T$] : ! [v3: % 116.54/16.53 F_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$f(v3, v2) = v1) | ~ % 116.54/16.53 (sigDom$f(v3, v2) = v0)) & ! [v0: M$] : ! [v1: M$] : ! [v2: T$] : ! [v3: % 116.54/16.53 M_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$e(v3, v2) = v1) | ~ % 116.54/16.53 (sigDom$e(v3, v2) = v0)) & ! [v0: T$] : ! [v1: T$] : ! [v2: M$] : ! [v3: % 116.54/16.53 T_m_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$i(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod$i(v3, v2) = v0)) & ! [v0: F$] : ! [v1: F$] : ! [v2: O$] : ! [v3: % 116.54/16.53 F_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$h(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod$h(v3, v2) = v0)) & ! [v0: F$] : ! [v1: F$] : ! [v2: T$] : ! [v3: % 116.54/16.53 F_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$f(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod$f(v3, v2) = v0)) & ! [v0: M$] : ! [v1: M$] : ! [v2: T$] : ! [v3: % 116.54/16.53 M_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$e(v3, v2) = v1) | ~ % 116.54/16.53 (sigCod$e(v3, v2) = v0)) & ! [v0: T$] : ! [v1: T$] : ! [v2: F$] : ! [v3: % 116.54/16.53 F_t_fun$] : (v1 = v0 | ~ (fun_app$ba(v3, v2) = v1) | ~ (fun_app$ba(v3, v2) % 116.54/16.53 = v0)) & ! [v0: T$] : ! [v1: T$] : ! [v2: O$] : ! [v3: O_t_fun$] : (v1 % 116.54/16.53 = v0 | ~ (fun_app$az(v3, v2) = v1) | ~ (fun_app$az(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T$] : ! [v1: T$] : ! [v2: T$] : ! [v3: T_t_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$ay(v3, v2) = v1) | ~ (fun_app$ay(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_unit_Signature_ext$] : ! [v1: T_t_unit_Signature_ext$] : ! [v2: % 116.54/16.53 T_t_unit_Signature_ext$] : ! [v3: T_set_t_set_fun$] : (v1 = v0 | ~ % 116.54/16.53 (baseFunctions_update$d(v3, v2) = v1) | ~ (baseFunctions_update$d(v3, v2) = % 116.54/16.53 v0)) & ! [v0: O_t_unit_Signature_ext$] : ! [v1: O_t_unit_Signature_ext$] % 116.54/16.53 : ! [v2: O_t_unit_Signature_ext$] : ! [v3: T_set_t_set_fun$] : (v1 = v0 | ~ % 116.54/16.53 (baseFunctions_update$c(v3, v2) = v1) | ~ (baseFunctions_update$c(v3, v2) = % 116.54/16.53 v0)) & ! [v0: T_o_unit_Signature_ext$] : ! [v1: T_o_unit_Signature_ext$] % 116.54/16.53 : ! [v2: T_o_unit_Signature_ext$] : ! [v3: O_set_o_set_fun$] : (v1 = v0 | ~ % 116.54/16.53 (baseFunctions_update$b(v3, v2) = v1) | ~ (baseFunctions_update$b(v3, v2) = % 116.54/16.53 v0)) & ! [v0: O_o_unit_Signature_ext$] : ! [v1: O_o_unit_Signature_ext$] % 116.54/16.53 : ! [v2: O_o_unit_Signature_ext$] : ! [v3: O_set_o_set_fun$] : (v1 = v0 | ~ % 116.54/16.53 (baseFunctions_update$a(v3, v2) = v1) | ~ (baseFunctions_update$a(v3, v2) = % 116.54/16.53 v0)) & ! [v0: F_set$] : ! [v1: F_set$] : ! [v2: F_set$] : ! [v3: % 116.54/16.53 F_set_f_set_fun$] : (v1 = v0 | ~ (fun_app$ax(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$ax(v3, v2) = v0)) & ! [v0: T_f_Expression_bool_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_bool_fun$] : ! [v2: F_bool_fun$] : ! [v3: T_bool_fun$] : % 116.54/16.53 (v1 = v0 | ~ (pred_Expression$(v3, v2) = v1) | ~ (pred_Expression$(v3, v2) = % 116.54/16.53 v0)) & ! [v0: T_f_Language_bool_fun$] : ! [v1: T_f_Language_bool_fun$] : % 116.54/16.53 ! [v2: F_bool_fun$] : ! [v3: T_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (pred_Language$(v3, v2) = v1) | ~ (pred_Language$(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_IType_bool_fun$] : ! [v1: O_m_IType_bool_fun$] : ! [v2: M_bool_fun$] : % 116.54/16.53 ! [v3: O_bool_fun$] : (v1 = v0 | ~ (pred_IType$(v3, v2) = v1) | ~ % 116.54/16.53 (pred_IType$(v3, v2) = v0)) & ! [v0: M_o_fun$] : ! [v1: M_o_fun$] : ! % 116.54/16.53 [v2: M_o_fun$] : ! [v3: M_o_fun_m_o_fun_fun$] : (v1 = v0 | ~ (fun_app$aw(v3, % 116.54/16.53 v2) = v1) | ~ (fun_app$aw(v3, v2) = v0)) & ! [v0: O_m_fun$] : ! [v1: % 116.54/16.53 O_m_fun$] : ! [v2: O_m_fun$] : ! [v3: O_m_fun_o_m_fun_fun$] : (v1 = v0 | % 116.54/16.53 ~ (fun_app$av(v3, v2) = v1) | ~ (fun_app$av(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_m_m_fun_fun$] : ! [v1: M_m_m_fun_fun$] : ! [v2: M_m_m_fun_fun$] : ! % 116.54/16.53 [v3: M_m_m_fun_fun_m_m_m_fun_fun_fun$] : (v1 = v0 | ~ (fun_app$au(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$au(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v2: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v3: T_o_fun_t_o_fun_fun$] : (v1 = v0 % 116.54/16.53 | ~ (iTypes_update$(v3, v2) = v1) | ~ (iTypes_update$(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_o_fun$] : ! [v1: T_o_fun$] : ! [v2: T_o_fun$] : ! [v3: % 116.54/16.53 T_o_fun_t_o_fun_fun$] : (v1 = v0 | ~ (fun_app$at(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$at(v3, v2) = v0)) & ! [v0: M_set$] : ! [v1: M_set$] : ! [v2: % 116.54/16.53 M_set$] : ! [v3: M_set_m_set_fun$] : (v1 = v0 | ~ (fun_app$as(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$as(v3, v2) = v0)) & ! [v0: T_t_unit_Signature_ext$] : % 116.54/16.53 ! [v1: T_t_unit_Signature_ext$] : ! [v2: T_t_unit_Signature_ext$] : ! [v3: % 116.54/16.53 T_set_t_set_fun$] : (v1 = v0 | ~ (baseTypes_update$c(v3, v2) = v1) | ~ % 116.54/16.53 (baseTypes_update$c(v3, v2) = v0)) & ! [v0: O_t_unit_Signature_ext$] : ! % 116.54/16.53 [v1: O_t_unit_Signature_ext$] : ! [v2: O_t_unit_Signature_ext$] : ! [v3: % 116.54/16.53 O_set_o_set_fun$] : (v1 = v0 | ~ (baseTypes_update$b(v3, v2) = v1) | ~ % 116.54/16.53 (baseTypes_update$b(v3, v2) = v0)) & ! [v0: T_o_unit_Signature_ext$] : ! % 116.54/16.53 [v1: T_o_unit_Signature_ext$] : ! [v2: T_o_unit_Signature_ext$] : ! [v3: % 116.54/16.53 T_set_t_set_fun$] : (v1 = v0 | ~ (baseTypes_update$a(v3, v2) = v1) | ~ % 116.54/16.53 (baseTypes_update$a(v3, v2) = v0)) & ! [v0: T_set$] : ! [v1: T_set$] : ! % 116.54/16.53 [v2: T_set$] : ! [v3: T_set_t_set_fun$] : (v1 = v0 | ~ (fun_app$ar(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$ar(v3, v2) = v0)) & ! [v0: O_o_unit_Signature_ext$] : % 116.54/16.53 ! [v1: O_o_unit_Signature_ext$] : ! [v2: O_o_unit_Signature_ext$] : ! [v3: % 116.54/16.53 O_set_o_set_fun$] : (v1 = v0 | ~ (baseTypes_update$(v3, v2) = v1) | ~ % 116.54/16.53 (baseTypes_update$(v3, v2) = v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! % 116.54/16.53 [v2: O_set$] : ! [v3: O_set_o_set_fun$] : (v1 = v0 | ~ (fun_app$aq(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$aq(v3, v2) = v0)) & ! [v0: M_o_fun$] : ! [v1: % 116.54/16.53 M_o_fun$] : ! [v2: M_set$] : ! [v3: M_o_fun$] : (v1 = v0 | ~ % 116.54/16.53 (restrict$a(v3, v2) = v1) | ~ (restrict$a(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_fun$] : ! [v1: O_m_fun$] : ! [v2: O_set$] : ! [v3: O_m_fun$] : (v1 = % 116.54/16.53 v0 | ~ (restrict$b(v3, v2) = v1) | ~ (restrict$b(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v2: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v3: F_m_fun_f_m_fun_fun$] : (v1 = v0 % 116.54/16.53 | ~ (iFunctions_update$(v3, v2) = v1) | ~ (iFunctions_update$(v3, v2) = % 116.54/16.53 v0)) & ! [v0: F_m_fun$] : ! [v1: F_m_fun$] : ! [v2: F_m_fun$] : ! [v3: % 116.54/16.53 F_m_fun_f_m_fun_fun$] : (v1 = v0 | ~ (fun_app$ap(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$ap(v3, v2) = v0)) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! % 116.54/16.53 [v1: T_f_o_m_unit_Interpretation_ext$] : ! [v2: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v3: % 116.54/16.53 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : (v1 = v0 | ~ % 116.54/16.53 (iCategory_update$(v3, v2) = v1) | ~ (iCategory_update$(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v2: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v3: % 116.54/16.53 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : (v1 = v0 | ~ % 116.54/16.53 (iSignature_update$(v3, v2) = v1) | ~ (iSignature_update$(v3, v2) = v0)) & % 116.54/16.53 ! [v0: T_f_unit_Signature_ext$] : ! [v1: T_f_unit_Signature_ext$] : ! [v2: % 116.54/16.53 T_f_unit_Signature_ext$] : ! [v3: % 116.54/16.53 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$ao(v3, v2) = v1) | ~ (fun_app$ao(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : ! [v1: % 116.54/16.53 O_m_IType_o_m_IType_bool_fun_fun$] : ! [v2: M_m_bool_fun_fun$] : ! [v3: % 116.54/16.53 O_o_bool_fun_fun$] : (v1 = v0 | ~ (rel_IType$(v3, v2) = v1) | ~ % 116.54/16.53 (rel_IType$(v3, v2) = v0)) & ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! % 116.54/16.53 [v1: T_f_o_m_unit_Interpretation_ext$] : ! [v2: % 116.54/16.53 T_f_o_m_unit_Interpretation_ext$] : ! [v3: Unit_unit_fun$] : (v1 = v0 | ~ % 116.54/16.53 (more_update$(v3, v2) = v1) | ~ (more_update$(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Unit$] : ! [v1: Unit$] : ! [v2: Unit$] : ! [v3: Unit_unit_fun$] : (v1 = % 116.54/16.53 v0 | ~ (fun_app$an(v3, v2) = v1) | ~ (fun_app$an(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_unit_Category_ext$] : ! [v1: O_m_unit_Category_ext$] : ! [v2: % 116.54/16.53 O_m_unit_Category_ext$] : ! [v3: % 116.54/16.53 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$am(v3, v2) = v1) | ~ (fun_app$am(v3, v2) = v0)) & ! [v0: O$] : ! % 116.54/16.53 [v1: O$] : ! [v2: M$] : ! [v3: M_o_fun$] : (v1 = v0 | ~ (fun_app$al(v3, v2) % 116.54/16.53 = v1) | ~ (fun_app$al(v3, v2) = v0)) & ! [v0: tlbool] : ! [v1: tlbool] % 116.54/16.53 : ! [v2: M$] : ! [v3: M$] : (v1 = v0 | ~ (def_4(v3, v2) = v1) | ~ % 116.54/16.53 (def_4(v3, v2) = v0)) & ! [v0: tlbool] : ! [v1: tlbool] : ! [v2: M$] : ! % 116.54/16.53 [v3: M$] : (v1 = v0 | ~ (def_3(v3, v2) = v1) | ~ (def_3(v3, v2) = v0)) & ! % 116.54/16.53 [v0: tlbool] : ! [v1: tlbool] : ! [v2: M$] : ! [v3: M$] : (v1 = v0 | ~ % 116.54/16.53 (def_2(v3, v2) = v1) | ~ (def_2(v3, v2) = v0)) & ! [v0: tlbool] : ! [v1: % 116.54/16.53 tlbool] : ! [v2: M$] : ! [v3: M$] : (v1 = v0 | ~ (def_1(v3, v2) = v1) | % 116.54/16.53 ~ (def_1(v3, v2) = v0)) & ! [v0: O_m_IType$] : ! [v1: O_m_IType$] : ! % 116.54/16.53 [v2: tlbool] : ! [v3: Bool_o_m_IType_fun$] : (v1 = v0 | ~ (fun_app$ak(v3, % 116.54/16.53 v2) = v1) | ~ (fun_app$ak(v3, v2) = v0)) & ! [v0: O_m_IType$] : ! % 116.54/16.53 [v1: O_m_IType$] : ! [v2: O$] : ! [v3: O_o_m_IType_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$aj(v3, v2) = v1) | ~ (fun_app$aj(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun$] : ! [v2: T$] : % 116.54/16.53 ! [v3: T_t_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun_fun$] : (v1 % 116.54/16.53 = v0 | ~ (fun_app$ai(v3, v2) = v1) | ~ (fun_app$ai(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_f_Expression_t_t_f_Language_fun_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v2: T_f_Expression$] : ! [v3: % 116.54/16.53 T_f_Expression_t_f_Expression_t_t_f_Language_fun_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$ah(v3, v2) = v1) | ~ (fun_app$ah(v3, v2) = v0)) & ! [v0: M$] : ! % 116.54/16.53 [v1: M$] : ! [v2: T$] : ! [v3: T_t_o_m_unit_Interpretation_ext$] : (v1 = v0 % 116.54/16.53 | ~ (iFunctions$d(v3, v2) = v1) | ~ (iFunctions$d(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M$] : ! [v1: M$] : ! [v2: T$] : ! [v3: O_t_o_m_unit_Interpretation_ext$] % 116.54/16.53 : (v1 = v0 | ~ (iFunctions$c(v3, v2) = v1) | ~ (iFunctions$c(v3, v2) = v0)) % 116.54/16.53 & ! [v0: M$] : ! [v1: M$] : ! [v2: O$] : ! [v3: O_m_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$af(v3, v2) = v1) | ~ (fun_app$af(v3, v2) = v0)) & ! [v0: O$] : ! % 116.54/16.53 [v1: O$] : ! [v2: O$] : ! [v3: O_o_fun$] : (v1 = v0 | ~ (fun_app$ag(v3, v2) % 116.54/16.53 = v1) | ~ (fun_app$ag(v3, v2) = v0)) & ! [v0: M$] : ! [v1: M$] : ! % 116.54/16.53 [v2: F$] : ! [v3: F_m_fun$] : (v1 = v0 | ~ (fun_app$ae(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$ae(v3, v2) = v0)) & ! [v0: O$] : ! [v1: O$] : ! [v2: T$] : ! % 116.54/16.53 [v3: T_o_fun$] : (v1 = v0 | ~ (fun_app$ad(v3, v2) = v1) | ~ (fun_app$ad(v3, % 116.54/16.53 v2) = v0)) & ! [v0: O_o_bool_fun_fun$] : ! [v1: O_o_bool_fun_fun$] : % 116.54/16.53 ! [v2: M$] : ! [v3: O_m_unit_Category_ext$] : (v1 = v0 | ~ (mapsTo$(v3, v2) % 116.54/16.53 = v1) | ~ (mapsTo$(v3, v2) = v0)) & ! [v0: T_t_Expression$] : ! [v1: % 116.54/16.53 T_t_Expression$] : ! [v2: T_t_Expression$] : ! [v3: T$] : (v1 = v0 | ~ % 116.54/16.53 (exprApp$d(v3, v2) = v1) | ~ (exprApp$d(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: T_t_Language$] : % 116.54/16.53 ! [v3: T_t_unit_Signature_ext$] : (v1 = v0 | ~ (wellDefined$d(v3, v2) = v1) | % 116.54/16.53 ~ (wellDefined$d(v3, v2) = v0)) & ! [v0: T_t_bool_fun_fun$] : ! [v1: % 116.54/16.53 T_t_bool_fun_fun$] : ! [v2: T_t_unit_Signature_ext$] : ! [v3: T$] : (v1 = % 116.54/16.53 v0 | ~ (funsignature_abbrev$d(v3, v2) = v1) | ~ (funsignature_abbrev$d(v3, % 116.54/16.53 v2) = v0)) & ! [v0: O_t_Expression$] : ! [v1: O_t_Expression$] : ! % 116.54/16.53 [v2: O_t_Expression$] : ! [v3: T$] : (v1 = v0 | ~ (exprApp$c(v3, v2) = v1) | % 116.54/16.53 ~ (exprApp$c(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: O_t_Language$] : ! [v3: % 116.54/16.53 O_t_unit_Signature_ext$] : (v1 = v0 | ~ (wellDefined$c(v3, v2) = v1) | ~ % 116.54/16.53 (wellDefined$c(v3, v2) = v0)) & ! [v0: O_o_bool_fun_fun$] : ! [v1: % 116.54/16.53 O_o_bool_fun_fun$] : ! [v2: O_t_unit_Signature_ext$] : ! [v3: T$] : (v1 = % 116.54/16.53 v0 | ~ (funsignature_abbrev$c(v3, v2) = v1) | ~ (funsignature_abbrev$c(v3, % 116.54/16.53 v2) = v0)) & ! [v0: T_o_Expression$] : ! [v1: T_o_Expression$] : ! % 116.54/16.53 [v2: T_o_Expression$] : ! [v3: O$] : (v1 = v0 | ~ (exprApp$b(v3, v2) = v1) | % 116.54/16.53 ~ (exprApp$b(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: T_o_Language$] : ! [v3: % 116.54/16.53 T_o_unit_Signature_ext$] : (v1 = v0 | ~ (wellDefined$b(v3, v2) = v1) | ~ % 116.54/16.53 (wellDefined$b(v3, v2) = v0)) & ! [v0: T_t_bool_fun_fun$] : ! [v1: % 116.54/16.53 T_t_bool_fun_fun$] : ! [v2: T_o_unit_Signature_ext$] : ! [v3: O$] : (v1 = % 116.54/16.53 v0 | ~ (funsignature_abbrev$b(v3, v2) = v1) | ~ (funsignature_abbrev$b(v3, % 116.54/16.53 v2) = v0)) & ! [v0: O_o_Expression$] : ! [v1: O_o_Expression$] : ! % 116.54/16.53 [v2: O_o_Expression$] : ! [v3: O$] : (v1 = v0 | ~ (exprApp$a(v3, v2) = v1) | % 116.54/16.53 ~ (exprApp$a(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: O_o_Language$] : ! [v3: % 116.54/16.53 O_o_unit_Signature_ext$] : (v1 = v0 | ~ (wellDefined$a(v3, v2) = v1) | ~ % 116.54/16.53 (wellDefined$a(v3, v2) = v0)) & ! [v0: O_o_bool_fun_fun$] : ! [v1: % 116.54/16.53 O_o_bool_fun_fun$] : ! [v2: O_o_unit_Signature_ext$] : ! [v3: O$] : (v1 = % 116.54/16.53 v0 | ~ (funsignature_abbrev$a(v3, v2) = v1) | ~ (funsignature_abbrev$a(v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: T_f_Language$] : ! [v3: T_f_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.53 (wellDefined$(v3, v2) = v1) | ~ (wellDefined$(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_t_bool_fun_fun$] : ! [v1: T_t_bool_fun_fun$] : ! [v2: % 116.54/16.53 T_f_unit_Signature_ext$] : ! [v3: F$] : (v1 = v0 | ~ % 116.54/16.53 (funsignature_abbrev$(v3, v2) = v1) | ~ (funsignature_abbrev$(v3, v2) = % 116.54/16.53 v0)) & ! [v0: T_f_Expression_t_f_Expression_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_t_f_Expression_fun$] : ! [v2: F$] : ! [v3: % 116.54/16.53 F_t_f_Expression_t_f_Expression_fun_fun$] : (v1 = v0 | ~ (fun_app$ab(v3, % 116.54/16.53 v2) = v1) | ~ (fun_app$ab(v3, v2) = v0)) & ! [v0: T_f_Expression$] : % 116.54/16.53 ! [v1: T_f_Expression$] : ! [v2: T_f_Expression$] : ! [v3: % 116.54/16.53 T_f_Expression_t_f_Expression_fun$] : (v1 = v0 | ~ (fun_app$aa(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$aa(v3, v2) = v0)) & ! [v0: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun$] : ! [v2: T$] : ! [v3: % 116.54/16.53 T_t_f_Expression_t_t_f_Language_fun_fun_fun$] : (v1 = v0 | ~ (fun_app$z(v3, % 116.54/16.53 v2) = v1) | ~ (fun_app$z(v3, v2) = v0)) & ! [v0: T_t_f_Language_fun$] % 116.54/16.53 : ! [v1: T_t_f_Language_fun$] : ! [v2: T_f_Expression$] : ! [v3: % 116.54/16.53 T_f_Expression_t_t_f_Language_fun_fun$] : (v1 = v0 | ~ (fun_app$y(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$y(v3, v2) = v0)) & ! [v0: T_f_Language$] : ! [v1: % 116.54/16.53 T_f_Language$] : ! [v2: T$] : ! [v3: T_t_f_Language_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$x(v3, v2) = v1) | ~ (fun_app$x(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_IType$] : ! [v1: O_m_IType$] : ! [v2: M$] : ! [v3: M_o_m_IType_fun$] % 116.54/16.53 : (v1 = v0 | ~ (fun_app$ac(v3, v2) = v1) | ~ (fun_app$ac(v3, v2) = v0)) & ! % 116.54/16.53 [v0: M_m_fun$] : ! [v1: M_m_fun$] : ! [v2: M$] : ! [v3: M_m_m_fun_fun$] : % 116.54/16.53 (v1 = v0 | ~ (fun_app$v(v3, v2) = v1) | ~ (fun_app$v(v3, v2) = v0)) & ! % 116.54/16.53 [v0: M$] : ! [v1: M$] : ! [v2: M$] : ! [v3: M_m_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$u(v3, v2) = v1) | ~ (fun_app$u(v3, v2) = v0)) & ! [v0: % 116.54/16.53 M_m_prod_m_fun$] : ! [v1: M_m_prod_m_fun$] : ! [v2: M_m_prod_set$] : ! % 116.54/16.53 [v3: M_m_prod_m_fun$] : (v1 = v0 | ~ (restrict$(v3, v2) = v1) | ~ % 116.54/16.53 (restrict$(v3, v2) = v0)) & ! [v0: M$] : ! [v1: M$] : ! [v2: M_m_prod$] : % 116.54/16.53 ! [v3: M_m_prod_m_fun$] : (v1 = v0 | ~ (fun_app$w(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$w(v3, v2) = v0)) & ! [v0: M_m_prod$] : ! [v1: M_m_prod$] : ! % 116.54/16.53 [v2: M$] : ! [v3: M$] : (v1 = v0 | ~ (pair$(v3, v2) = v1) | ~ (pair$(v3, % 116.54/16.53 v2) = v0)) & ! [v0: F_bool_fun$] : ! [v1: F_bool_fun$] : ! [v2: F$] : % 116.54/16.53 ! [v3: F_f_bool_fun_fun$] : (v1 = v0 | ~ (fun_app$t(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$t(v3, v2) = v0)) & ! [v0: M_bool_fun$] : ! [v1: M_bool_fun$] : ! % 116.54/16.53 [v2: M$] : ! [v3: M_m_bool_fun_fun$] : (v1 = v0 | ~ (fun_app$s(v3, v2) = v1) % 116.54/16.53 | ~ (fun_app$s(v3, v2) = v0)) & ! [v0: O_bool_fun$] : ! [v1: O_bool_fun$] % 116.54/16.53 : ! [v2: O$] : ! [v3: O_o_bool_fun_fun$] : (v1 = v0 | ~ (fun_app$r(v3, v2) % 116.54/16.53 = v1) | ~ (fun_app$r(v3, v2) = v0)) & ! [v0: T_bool_fun$] : ! [v1: % 116.54/16.53 T_bool_fun$] : ! [v2: T$] : ! [v3: T_t_bool_fun_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$q(v3, v2) = v1) | ~ (fun_app$q(v3, v2) = v0)) & ! [v0: % 116.54/16.53 Bool_bool_fun$] : ! [v1: Bool_bool_fun$] : ! [v2: tlbool] : ! [v3: % 116.54/16.53 Bool_bool_bool_fun_fun$] : (v1 = v0 | ~ (fun_app$p(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$p(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: tlbool] : ! [v3: Bool_bool_fun$] : (v1 = v0 | % 116.54/16.53 ~ (fun_app$o(v3, v2) = v1) | ~ (fun_app$o(v3, v2) = v0)) & ! [v0: % 116.54/16.53 O_m_IType_bool_fun$] : ! [v1: O_m_IType_bool_fun$] : ! [v2: O_m_IType$] : % 116.54/16.53 ! [v3: O_m_IType_o_m_IType_bool_fun_fun$] : (v1 = v0 | ~ (fun_app$n(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$n(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: O_m_IType$] : ! [v3: O_m_IType_bool_fun$] : % 116.54/16.53 (v1 = v0 | ~ (fun_app$m(v3, v2) = v1) | ~ (fun_app$m(v3, v2) = v0)) & ! % 116.54/16.53 [v0: T_f_Language_bool_fun$] : ! [v1: T_f_Language_bool_fun$] : ! [v2: % 116.54/16.53 T_f_Language$] : ! [v3: T_f_Language_t_f_Language_bool_fun_fun$] : (v1 = v0 % 116.54/16.53 | ~ (fun_app$l(v3, v2) = v1) | ~ (fun_app$l(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: T_f_Language$] : % 116.54/16.53 ! [v3: T_f_Language_bool_fun$] : (v1 = v0 | ~ (fun_app$k(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$k(v3, v2) = v0)) & ! [v0: T_f_Expression_bool_fun$] : ! [v1: % 116.54/16.53 T_f_Expression_bool_fun$] : ! [v2: T_f_Expression$] : ! [v3: % 116.54/16.53 T_f_Expression_t_f_Expression_bool_fun_fun$] : (v1 = v0 | ~ (fun_app$j(v3, % 116.54/16.53 v2) = v1) | ~ (fun_app$j(v3, v2) = v0)) & ! [v0: MultipleValueBool] : % 116.54/16.53 ! [v1: MultipleValueBool] : ! [v2: T_f_Expression$] : ! [v3: % 116.54/16.53 T_f_Expression_bool_fun$] : (v1 = v0 | ~ (fun_app$i(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$i(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: F_set$] : ! [v3: F$] : (v1 = v0 | ~ % 116.54/16.53 (member$g(v3, v2) = v1) | ~ (member$g(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: F$] : ! [v3: % 116.54/16.53 F_bool_fun$] : (v1 = v0 | ~ (fun_app$h(v3, v2) = v1) | ~ (fun_app$h(v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: M_set$] : ! [v3: M$] : (v1 = v0 | ~ (member$f(v3, v2) = v1) | ~ % 116.54/16.53 (member$f(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: M$] : ! [v3: M_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$g(v3, v2) = v1) | ~ (fun_app$g(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: O_set$] : ! [v3: % 116.54/16.53 O$] : (v1 = v0 | ~ (member$e(v3, v2) = v1) | ~ (member$e(v3, v2) = v0)) & % 116.54/16.53 ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: O$] : ! [v3: % 116.54/16.53 O_bool_fun$] : (v1 = v0 | ~ (fun_app$f(v3, v2) = v1) | ~ (fun_app$f(v3, % 116.54/16.53 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 116.54/16.53 ! [v2: T_set$] : ! [v3: T$] : (v1 = v0 | ~ (member$d(v3, v2) = v1) | ~ % 116.54/16.53 (member$d(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: T$] : ! [v3: T_bool_fun$] : (v1 = v0 | ~ % 116.54/16.53 (fun_app$e(v3, v2) = v1) | ~ (fun_app$e(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: M_o_fun_set$] : ! % 116.54/16.53 [v3: M_o_fun$] : (v1 = v0 | ~ (member$c(v3, v2) = v1) | ~ (member$c(v3, v2) % 116.54/16.53 = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 M_o_fun$] : ! [v3: M_o_fun_bool_fun$] : (v1 = v0 | ~ (fun_app$d(v3, v2) = % 116.54/16.53 v1) | ~ (fun_app$d(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: O_m_fun_set$] : ! [v3: O_m_fun$] : (v1 = v0 | % 116.54/16.53 ~ (member$b(v3, v2) = v1) | ~ (member$b(v3, v2) = v0)) & ! [v0: % 116.54/16.53 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: O_m_fun$] : ! % 116.54/16.53 [v3: O_m_fun_bool_fun$] : (v1 = v0 | ~ (fun_app$c(v3, v2) = v1) | ~ % 116.54/16.53 (fun_app$c(v3, v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.53 MultipleValueBool] : ! [v2: M_m_prod_m_fun_set$] : ! [v3: M_m_prod_m_fun$] % 116.54/16.53 : (v1 = v0 | ~ (member$a(v3, v2) = v1) | ~ (member$a(v3, v2) = v0)) & ! % 116.54/16.53 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.53 M_m_prod_m_fun$] : ! [v3: M_m_prod_m_fun_bool_fun$] : (v1 = v0 | ~ % 116.54/16.54 (fun_app$b(v3, v2) = v1) | ~ (fun_app$b(v3, v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: M_m_prod_set$] : % 116.54/16.54 ! [v3: M_m_prod$] : (v1 = v0 | ~ (member$(v3, v2) = v1) | ~ (member$(v3, v2) % 116.54/16.54 = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 M_m_prod$] : ! [v3: M_m_prod_bool_fun$] : (v1 = v0 | ~ (fun_app$a(v3, v2) % 116.54/16.54 = v1) | ~ (fun_app$a(v3, v2) = v0)) & ! [v0: Nat$] : ! [v1: Nat$] : ! % 116.54/16.54 [v2: T$] : ! [v3: T_nat_fun$] : (v1 = v0 | ~ (fun_app$(v3, v2) = v1) | ~ % 116.54/16.54 (fun_app$(v3, v2) = v0)) & ! [v0: Nat$] : ! [v1: Nat$] : ! [v2: % 116.54/16.54 T_f_Language$] : (v1 = v0 | ~ (size$b(v2) = v1) | ~ (size$b(v2) = v0)) & % 116.54/16.54 ! [v0: Nat$] : ! [v1: Nat$] : ! [v2: O_m_IType$] : (v1 = v0 | ~ (size$a(v2) % 116.54/16.54 = v1) | ~ (size$a(v2) = v0)) & ! [v0: Nat$] : ! [v1: Nat$] : ! [v2: % 116.54/16.54 T_f_Expression$] : (v1 = v0 | ~ (size$(v2) = v1) | ~ (size$(v2) = v0)) & % 116.54/16.54 ! [v0: int] : ! [v1: int] : ! [v2: Nat$] : (v1 = v0 | ~ (of_nat$(v2) = v1) % 116.54/16.54 | ~ (of_nat$(v2) = v0)) & ! [v0: % 116.54/16.54 T_f_Expression_t_f_Expression_bool_fun_fun$] : ! [v1: % 116.54/16.54 T_f_Expression_t_f_Expression_bool_fun_fun$] : ! [v2: % 116.54/16.54 T_f_Expression_bool_fun$] : (v1 = v0 | ~ (eq_onp$f(v2) = v1) | ~ % 116.54/16.54 (eq_onp$f(v2) = v0)) & ! [v0: T_f_Language_t_f_Language_bool_fun_fun$] : ! % 116.54/16.54 [v1: T_f_Language_t_f_Language_bool_fun_fun$] : ! [v2: % 116.54/16.54 T_f_Language_bool_fun$] : (v1 = v0 | ~ (eq_onp$e(v2) = v1) | ~ % 116.54/16.54 (eq_onp$e(v2) = v0)) & ! [v0: T_t_bool_fun_fun$] : ! [v1: % 116.54/16.54 T_t_bool_fun_fun$] : ! [v2: T_bool_fun$] : (v1 = v0 | ~ (eq_onp$c(v2) = % 116.54/16.54 v1) | ~ (eq_onp$c(v2) = v0)) & ! [v0: F_f_bool_fun_fun$] : ! [v1: % 116.54/16.54 F_f_bool_fun_fun$] : ! [v2: F_bool_fun$] : (v1 = v0 | ~ (eq_onp$d(v2) = % 116.54/16.54 v1) | ~ (eq_onp$d(v2) = v0)) & ! [v0: O_m_IType_o_m_IType_bool_fun_fun$] % 116.54/16.54 : ! [v1: O_m_IType_o_m_IType_bool_fun_fun$] : ! [v2: O_m_IType_bool_fun$] : % 116.54/16.54 (v1 = v0 | ~ (eq_onp$b(v2) = v1) | ~ (eq_onp$b(v2) = v0)) & ! [v0: % 116.54/16.54 O_o_bool_fun_fun$] : ! [v1: O_o_bool_fun_fun$] : ! [v2: O_bool_fun$] : (v1 % 116.54/16.54 = v0 | ~ (eq_onp$(v2) = v1) | ~ (eq_onp$(v2) = v0)) & ! [v0: % 116.54/16.54 M_m_bool_fun_fun$] : ! [v1: M_m_bool_fun_fun$] : ! [v2: M_bool_fun$] : (v1 % 116.54/16.54 = v0 | ~ (eq_onp$a(v2) = v1) | ~ (eq_onp$a(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: tlbool] : (v1 = v0 % 116.54/16.54 | ~ (top$(v2) = v1) | ~ (top$(v2) = v0)) & ! [v0: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v1: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v2: % 116.54/16.54 F_t_fun_f_t_fun_fun$] : (v1 = v0 | ~ (sigCod_update$(v2) = v1) | ~ % 116.54/16.54 (sigCod_update$(v2) = v0)) & ! [v0: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v1: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v2: % 116.54/16.54 F_t_fun_f_t_fun_fun$] : (v1 = v0 | ~ (sigDom_update$(v2) = v1) | ~ % 116.54/16.54 (sigDom_update$(v2) = v0)) & ! [v0: O_m_fun$] : ! [v1: O_m_fun$] : ! [v2: % 116.54/16.54 M_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$g(v2) = v1) | ~ % 116.54/16.54 (sigDom$g(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: T_m_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (signature$i(v2) = v1) | ~ (signature$i(v2) = v0)) & ! [v0: M_set$] : ! % 116.54/16.54 [v1: M_set$] : ! [v2: T_m_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseFunctions$i(v2) = v1) | ~ (baseFunctions$i(v2) = v0)) & ! [v0: % 116.54/16.54 T_set$] : ! [v1: T_set$] : ! [v2: T_m_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseTypes$i(v2) = v1) | ~ (baseTypes$i(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 F_o_unit_Signature_ext$] : (v1 = v0 | ~ (signature$h(v2) = v1) | ~ % 116.54/16.54 (signature$h(v2) = v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! [v2: % 116.54/16.54 F_o_unit_Signature_ext$] : (v1 = v0 | ~ (baseFunctions$h(v2) = v1) | ~ % 116.54/16.54 (baseFunctions$h(v2) = v0)) & ! [v0: F_set$] : ! [v1: F_set$] : ! [v2: % 116.54/16.54 F_o_unit_Signature_ext$] : (v1 = v0 | ~ (baseTypes$h(v2) = v1) | ~ % 116.54/16.54 (baseTypes$h(v2) = v0)) & ! [v0: O_m_fun$] : ! [v1: O_m_fun$] : ! [v2: % 116.54/16.54 M_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$g(v2) = v1) | ~ % 116.54/16.54 (sigCod$g(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: M_o_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (signature$g(v2) = v1) | ~ (signature$g(v2) = v0)) & ! [v0: O_set$] : ! % 116.54/16.54 [v1: O_set$] : ! [v2: M_o_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseFunctions$g(v2) = v1) | ~ (baseFunctions$g(v2) = v0)) & ! [v0: % 116.54/16.54 M_set$] : ! [v1: M_set$] : ! [v2: M_o_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseTypes$g(v2) = v1) | ~ (baseTypes$g(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 F_t_unit_Signature_ext$] : (v1 = v0 | ~ (signature$f(v2) = v1) | ~ % 116.54/16.54 (signature$f(v2) = v0)) & ! [v0: T_set$] : ! [v1: T_set$] : ! [v2: % 116.54/16.54 F_t_unit_Signature_ext$] : (v1 = v0 | ~ (baseFunctions$f(v2) = v1) | ~ % 116.54/16.54 (baseFunctions$f(v2) = v0)) & ! [v0: F_set$] : ! [v1: F_set$] : ! [v2: % 116.54/16.54 F_t_unit_Signature_ext$] : (v1 = v0 | ~ (baseTypes$f(v2) = v1) | ~ % 116.54/16.54 (baseTypes$f(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: M_t_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (signature$e(v2) = v1) | ~ (signature$e(v2) = v0)) & ! [v0: T_set$] : ! % 116.54/16.54 [v1: T_set$] : ! [v2: M_t_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseFunctions$e(v2) = v1) | ~ (baseFunctions$e(v2) = v0)) & ! [v0: % 116.54/16.54 M_set$] : ! [v1: M_set$] : ! [v2: M_t_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseTypes$e(v2) = v1) | ~ (baseTypes$e(v2) = v0)) & ! [v0: F_t_fun$] : ! % 116.54/16.54 [v1: F_t_fun$] : ! [v2: T_f_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (sigDom$d(v2) = v1) | ~ (sigDom$d(v2) = v0)) & ! [v0: F_t_fun$] : ! [v1: % 116.54/16.54 F_t_fun$] : ! [v2: T_f_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$d(v2) = % 116.54/16.54 v1) | ~ (sigCod$d(v2) = v0)) & ! [v0: Unit$] : ! [v1: Unit$] : ! [v2: % 116.54/16.54 T_t_unit_Signature_ext$] : (v1 = v0 | ~ (more$f(v2) = v1) | ~ (more$f(v2) % 116.54/16.54 = v0)) & ! [v0: T_t_fun$] : ! [v1: T_t_fun$] : ! [v2: % 116.54/16.54 T_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$c(v2) = v1) | ~ % 116.54/16.54 (sigDom$c(v2) = v0)) & ! [v0: T_t_fun$] : ! [v1: T_t_fun$] : ! [v2: % 116.54/16.54 T_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$c(v2) = v1) | ~ % 116.54/16.54 (sigCod$c(v2) = v0)) & ! [v0: Unit$] : ! [v1: Unit$] : ! [v2: % 116.54/16.54 O_t_unit_Signature_ext$] : (v1 = v0 | ~ (more$e(v2) = v1) | ~ (more$e(v2) % 116.54/16.54 = v0)) & ! [v0: T_o_fun$] : ! [v1: T_o_fun$] : ! [v2: % 116.54/16.54 O_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$b(v2) = v1) | ~ % 116.54/16.54 (sigDom$b(v2) = v0)) & ! [v0: T_o_fun$] : ! [v1: T_o_fun$] : ! [v2: % 116.54/16.54 O_t_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$b(v2) = v1) | ~ % 116.54/16.54 (sigCod$b(v2) = v0)) & ! [v0: Unit$] : ! [v1: Unit$] : ! [v2: % 116.54/16.54 T_o_unit_Signature_ext$] : (v1 = v0 | ~ (more$d(v2) = v1) | ~ (more$d(v2) % 116.54/16.54 = v0)) & ! [v0: O_t_fun$] : ! [v1: O_t_fun$] : ! [v2: % 116.54/16.54 T_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$a(v2) = v1) | ~ % 116.54/16.54 (sigDom$a(v2) = v0)) & ! [v0: O_t_fun$] : ! [v1: O_t_fun$] : ! [v2: % 116.54/16.54 T_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$a(v2) = v1) | ~ % 116.54/16.54 (sigCod$a(v2) = v0)) & ! [v0: Unit$] : ! [v1: Unit$] : ! [v2: % 116.54/16.54 O_o_unit_Signature_ext$] : (v1 = v0 | ~ (more$c(v2) = v1) | ~ (more$c(v2) % 116.54/16.54 = v0)) & ! [v0: O_o_fun$] : ! [v1: O_o_fun$] : ! [v2: % 116.54/16.54 O_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigDom$(v2) = v1) | ~ % 116.54/16.54 (sigDom$(v2) = v0)) & ! [v0: O_o_fun$] : ! [v1: O_o_fun$] : ! [v2: % 116.54/16.54 O_o_unit_Signature_ext$] : (v1 = v0 | ~ (sigCod$(v2) = v1) | ~ % 116.54/16.54 (sigCod$(v2) = v0)) & ! [v0: Unit$] : ! [v1: Unit$] : ! [v2: % 116.54/16.54 T_f_unit_Signature_ext$] : (v1 = v0 | ~ (more$b(v2) = v1) | ~ (more$b(v2) % 116.54/16.54 = v0)) & ! [v0: T_set$] : ! [v1: T_set$] : ! [v2: % 116.54/16.54 T_t_unit_Signature_ext$] : (v1 = v0 | ~ (baseFunctions$d(v2) = v1) | ~ % 116.54/16.54 (baseFunctions$d(v2) = v0)) & ! [v0: T_set$] : ! [v1: T_set$] : ! [v2: % 116.54/16.54 O_t_unit_Signature_ext$] : (v1 = v0 | ~ (baseFunctions$c(v2) = v1) | ~ % 116.54/16.54 (baseFunctions$c(v2) = v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! [v2: % 116.54/16.54 T_o_unit_Signature_ext$] : (v1 = v0 | ~ (baseFunctions$b(v2) = v1) | ~ % 116.54/16.54 (baseFunctions$b(v2) = v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! [v2: % 116.54/16.54 O_o_unit_Signature_ext$] : (v1 = v0 | ~ (baseFunctions$a(v2) = v1) | ~ % 116.54/16.54 (baseFunctions$a(v2) = v0)) & ! [v0: F_set$] : ! [v1: F_set$] : ! [v2: % 116.54/16.54 T_f_unit_Signature_ext$] : (v1 = v0 | ~ (baseFunctions$(v2) = v1) | ~ % 116.54/16.54 (baseFunctions$(v2) = v0)) & ! [v0: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v1: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v2: % 116.54/16.54 F_set_f_set_fun$] : (v1 = v0 | ~ (baseFunctions_update$(v2) = v1) | ~ % 116.54/16.54 (baseFunctions_update$(v2) = v0)) & ! [v0: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v1: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v2: % 116.54/16.54 Unit_unit_fun$] : (v1 = v0 | ~ (more_update$b(v2) = v1) | ~ % 116.54/16.54 (more_update$b(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v2: % 116.54/16.54 M_o_fun_m_o_fun_fun$] : (v1 = v0 | ~ (dom_update$(v2) = v1) | ~ % 116.54/16.54 (dom_update$(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v2: % 116.54/16.54 M_o_fun_m_o_fun_fun$] : (v1 = v0 | ~ (cod_update$(v2) = v1) | ~ % 116.54/16.54 (cod_update$(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v2: % 116.54/16.54 O_m_fun_o_m_fun_fun$] : (v1 = v0 | ~ (id_update$(v2) = v1) | ~ % 116.54/16.54 (id_update$(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v2: % 116.54/16.54 M_m_m_fun_fun_m_m_m_fun_fun_fun$] : (v1 = v0 | ~ (comp_update$(v2) = v1) | % 116.54/16.54 ~ (comp_update$(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v2: % 116.54/16.54 O_set_o_set_fun$] : (v1 = v0 | ~ (obj_update$(v2) = v1) | ~ % 116.54/16.54 (obj_update$(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v2: % 116.54/16.54 M_set_m_set_fun$] : (v1 = v0 | ~ (mor_update$(v2) = v1) | ~ % 116.54/16.54 (mor_update$(v2) = v0)) & ! [v0: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v1: % 116.54/16.54 T_f_unit_Signature_ext_t_f_unit_Signature_ext_fun$] : ! [v2: % 116.54/16.54 T_set_t_set_fun$] : (v1 = v0 | ~ (baseTypes_update$d(v2) = v1) | ~ % 116.54/16.54 (baseTypes_update$d(v2) = v0)) & ! [v0: M_m_prod_m_fun_set$] : ! [v1: % 116.54/16.54 M_m_prod_m_fun_set$] : ! [v2: M_m_prod_set$] : (v1 = v0 | ~ % 116.54/16.54 (extensional$b(v2) = v1) | ~ (extensional$b(v2) = v0)) & ! [v0: M$] : ! % 116.54/16.54 [v1: M$] : ! [v2: M_bool_fun$] : (v1 = v0 | ~ (the$(v2) = v1) | ~ (the$(v2) % 116.54/16.54 = v0)) & ! [v0: O_m_fun_set$] : ! [v1: O_m_fun_set$] : ! [v2: O_set$] : % 116.54/16.54 (v1 = v0 | ~ (extensional$a(v2) = v1) | ~ (extensional$a(v2) = v0)) & ! % 116.54/16.54 [v0: M_o_fun_set$] : ! [v1: M_o_fun_set$] : ! [v2: M_set$] : (v1 = v0 | ~ % 116.54/16.54 (extensional$(v2) = v1) | ~ (extensional$(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext_o_m_unit_Category_ext_fun$] : ! [v2: Unit_unit_fun$] % 116.54/16.54 : (v1 = v0 | ~ (more_update$a(v2) = v1) | ~ (more_update$a(v2) = v0)) & ! % 116.54/16.54 [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 O_m_unit_Category_ext$] : (v1 = v0 | ~ (extCategory$(v2) = v1) | ~ % 116.54/16.54 (extCategory$(v2) = v0)) & ! [v0: O_o_bool_fun_fun$] : ! [v1: % 116.54/16.54 O_o_bool_fun_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ % 116.54/16.54 (objIso$(v2) = v1) | ~ (objIso$(v2) = v0)) & ! [v0: M_m_fun$] : ! [v1: % 116.54/16.54 M_m_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ (inverse$(v2) = % 116.54/16.54 v1) | ~ (inverse$(v2) = v0)) & ! [v0: M_bool_fun$] : ! [v1: % 116.54/16.54 M_bool_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ % 116.54/16.54 (isomorphism$(v2) = v1) | ~ (isomorphism$(v2) = v0)) & ! [v0: Unit$] : ! % 116.54/16.54 [v1: Unit$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ (more$a(v2) = % 116.54/16.54 v1) | ~ (more$a(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ % 116.54/16.54 (category_axioms$(v2) = v1) | ~ (category_axioms$(v2) = v0)) & ! [v0: % 116.54/16.54 M_set$] : ! [v1: M_set$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ % 116.54/16.54 (mor$(v2) = v1) | ~ (mor$(v2) = v0)) & ! [v0: M_o_fun$] : ! [v1: % 116.54/16.54 M_o_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ (dom$(v2) = v1) % 116.54/16.54 | ~ (dom$(v2) = v0)) & ! [v0: M_o_fun$] : ! [v1: M_o_fun$] : ! [v2: % 116.54/16.54 O_m_unit_Category_ext$] : (v1 = v0 | ~ (cod$(v2) = v1) | ~ (cod$(v2) = % 116.54/16.54 v0)) & ! [v0: M_m_bool_fun_fun$] : ! [v1: M_m_bool_fun_fun$] : ! [v2: % 116.54/16.54 O_m_unit_Category_ext$] : (v1 = v0 | ~ (inverse_rel$(v2) = v1) | ~ % 116.54/16.54 (inverse_rel$(v2) = v0)) & ! [v0: O_m_fun$] : ! [v1: O_m_fun$] : ! [v2: % 116.54/16.54 O_m_unit_Category_ext$] : (v1 = v0 | ~ (id$(v2) = v1) | ~ (id$(v2) = v0)) % 116.54/16.54 & ! [v0: T_t_Language$] : ! [v1: T_t_Language$] : ! [v2: T$] : (v1 = v0 | % 116.54/16.54 ~ (type$d(v2) = v1) | ~ (type$d(v2) = v0)) & ! [v0: O_t_Language$] : ! % 116.54/16.54 [v1: O_t_Language$] : ! [v2: O$] : (v1 = v0 | ~ (type$c(v2) = v1) | ~ % 116.54/16.54 (type$c(v2) = v0)) & ! [v0: T_o_Language$] : ! [v1: T_o_Language$] : ! % 116.54/16.54 [v2: T$] : (v1 = v0 | ~ (type$b(v2) = v1) | ~ (type$b(v2) = v0)) & ! [v0: % 116.54/16.54 O_o_Language$] : ! [v1: O_o_Language$] : ! [v2: O$] : (v1 = v0 | ~ % 116.54/16.54 (type$a(v2) = v1) | ~ (type$a(v2) = v0)) & ! [v0: Unit$] : ! [v1: Unit$] % 116.54/16.54 : ! [v2: T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (more$(v2) = v1) | % 116.54/16.54 ~ (more$(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: T_t_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (signature$d(v2) = v1) | ~ (signature$d(v2) = v0)) & ! [v0: T_set$] : ! % 116.54/16.54 [v1: T_set$] : ! [v2: T_t_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseTypes$d(v2) = v1) | ~ (baseTypes$d(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 O_t_unit_Signature_ext$] : (v1 = v0 | ~ (signature$c(v2) = v1) | ~ % 116.54/16.54 (signature$c(v2) = v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! [v2: % 116.54/16.54 O_t_unit_Signature_ext$] : (v1 = v0 | ~ (baseTypes$c(v2) = v1) | ~ % 116.54/16.54 (baseTypes$c(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: T_o_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (signature$b(v2) = v1) | ~ (signature$b(v2) = v0)) & ! [v0: T_set$] : ! % 116.54/16.54 [v1: T_set$] : ! [v2: T_o_unit_Signature_ext$] : (v1 = v0 | ~ % 116.54/16.54 (baseTypes$b(v2) = v1) | ~ (baseTypes$b(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 O_o_unit_Signature_ext$] : (v1 = v0 | ~ (signature$a(v2) = v1) | ~ % 116.54/16.54 (signature$a(v2) = v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! [v2: % 116.54/16.54 O_o_unit_Signature_ext$] : (v1 = v0 | ~ (baseTypes$a(v2) = v1) | ~ % 116.54/16.54 (baseTypes$a(v2) = v0)) & ! [v0: T_set$] : ! [v1: T_set$] : ! [v2: % 116.54/16.54 T_f_unit_Signature_ext$] : (v1 = v0 | ~ (baseTypes$(v2) = v1) | ~ % 116.54/16.54 (baseTypes$(v2) = v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! [v2: % 116.54/16.54 O_m_unit_Category_ext$] : (v1 = v0 | ~ (obj$(v2) = v1) | ~ (obj$(v2) = % 116.54/16.54 v0)) & ! [v0: O_set$] : ! [v1: O_set$] : ! [v2: O_bool_fun$] : (v1 = v0 % 116.54/16.54 | ~ (collect$g(v2) = v1) | ~ (collect$g(v2) = v0)) & ! [v0: T_set$] : ! % 116.54/16.54 [v1: T_set$] : ! [v2: T_bool_fun$] : (v1 = v0 | ~ (collect$f(v2) = v1) | ~ % 116.54/16.54 (collect$f(v2) = v0)) & ! [v0: F_set$] : ! [v1: F_set$] : ! [v2: % 116.54/16.54 F_bool_fun$] : (v1 = v0 | ~ (collect$e(v2) = v1) | ~ (collect$e(v2) = v0)) % 116.54/16.54 & ! [v0: M_m_prod_m_fun_set$] : ! [v1: M_m_prod_m_fun_set$] : ! [v2: % 116.54/16.54 M_m_prod_m_fun_bool_fun$] : (v1 = v0 | ~ (collect$d(v2) = v1) | ~ % 116.54/16.54 (collect$d(v2) = v0)) & ! [v0: M_o_fun_set$] : ! [v1: M_o_fun_set$] : ! % 116.54/16.54 [v2: M_o_fun_bool_fun$] : (v1 = v0 | ~ (collect$c(v2) = v1) | ~ % 116.54/16.54 (collect$c(v2) = v0)) & ! [v0: O_m_fun_set$] : ! [v1: O_m_fun_set$] : ! % 116.54/16.54 [v2: O_m_fun_bool_fun$] : (v1 = v0 | ~ (collect$b(v2) = v1) | ~ % 116.54/16.54 (collect$b(v2) = v0)) & ! [v0: M_set$] : ! [v1: M_set$] : ! [v2: % 116.54/16.54 M_bool_fun$] : (v1 = v0 | ~ (collect$a(v2) = v1) | ~ (collect$a(v2) = v0)) % 116.54/16.54 & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 O_m_unit_Category_ext$] : (v1 = v0 | ~ (category$(v2) = v1) | ~ % 116.54/16.54 (category$(v2) = v0)) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext$] : ! [v2: T_t_o_m_unit_Interpretation_ext$] : (v1 = % 116.54/16.54 v0 | ~ (iCategory$d(v2) = v1) | ~ (iCategory$d(v2) = v0)) & ! [v0: % 116.54/16.54 T_o_fun$] : ! [v1: T_o_fun$] : ! [v2: T_t_o_m_unit_Interpretation_ext$] : % 116.54/16.54 (v1 = v0 | ~ (iTypes$d(v2) = v1) | ~ (iTypes$d(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 T_t_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (interpretation$d(v2) = % 116.54/16.54 v1) | ~ (interpretation$d(v2) = v0)) & ! [v0: T_t_unit_Signature_ext$] : % 116.54/16.54 ! [v1: T_t_unit_Signature_ext$] : ! [v2: T_t_o_m_unit_Interpretation_ext$] : % 116.54/16.54 (v1 = v0 | ~ (iSignature$d(v2) = v1) | ~ (iSignature$d(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext$] : ! [v1: O_m_unit_Category_ext$] : ! [v2: % 116.54/16.54 O_t_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iCategory$c(v2) = v1) | % 116.54/16.54 ~ (iCategory$c(v2) = v0)) & ! [v0: O_o_fun$] : ! [v1: O_o_fun$] : ! [v2: % 116.54/16.54 O_t_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iTypes$c(v2) = v1) | ~ % 116.54/16.54 (iTypes$c(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: O_t_o_m_unit_Interpretation_ext$] : (v1 = v0 | % 116.54/16.54 ~ (interpretation$c(v2) = v1) | ~ (interpretation$c(v2) = v0)) & ! [v0: % 116.54/16.54 O_t_unit_Signature_ext$] : ! [v1: O_t_unit_Signature_ext$] : ! [v2: % 116.54/16.54 O_t_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iSignature$c(v2) = v1) | % 116.54/16.54 ~ (iSignature$c(v2) = v0)) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext$] : ! [v2: T_o_o_m_unit_Interpretation_ext$] : (v1 = % 116.54/16.54 v0 | ~ (iCategory$b(v2) = v1) | ~ (iCategory$b(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_fun$] : ! [v1: O_m_fun$] : ! [v2: T_o_o_m_unit_Interpretation_ext$] : % 116.54/16.54 (v1 = v0 | ~ (iFunctions$b(v2) = v1) | ~ (iFunctions$b(v2) = v0)) & ! [v0: % 116.54/16.54 T_o_fun$] : ! [v1: T_o_fun$] : ! [v2: T_o_o_m_unit_Interpretation_ext$] : % 116.54/16.54 (v1 = v0 | ~ (iTypes$b(v2) = v1) | ~ (iTypes$b(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 T_o_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (interpretation$b(v2) = % 116.54/16.54 v1) | ~ (interpretation$b(v2) = v0)) & ! [v0: T_o_unit_Signature_ext$] : % 116.54/16.54 ! [v1: T_o_unit_Signature_ext$] : ! [v2: T_o_o_m_unit_Interpretation_ext$] : % 116.54/16.54 (v1 = v0 | ~ (iSignature$b(v2) = v1) | ~ (iSignature$b(v2) = v0)) & ! [v0: % 116.54/16.54 O_m_unit_Category_ext$] : ! [v1: O_m_unit_Category_ext$] : ! [v2: % 116.54/16.54 O_o_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iCategory$a(v2) = v1) | % 116.54/16.54 ~ (iCategory$a(v2) = v0)) & ! [v0: O_m_fun$] : ! [v1: O_m_fun$] : ! [v2: % 116.54/16.54 O_o_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iFunctions$a(v2) = v1) | % 116.54/16.54 ~ (iFunctions$a(v2) = v0)) & ! [v0: O_o_fun$] : ! [v1: O_o_fun$] : ! [v2: % 116.54/16.54 O_o_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iTypes$a(v2) = v1) | ~ % 116.54/16.54 (iTypes$a(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 116.54/16.54 MultipleValueBool] : ! [v2: O_o_o_m_unit_Interpretation_ext$] : (v1 = v0 | % 116.54/16.54 ~ (interpretation$a(v2) = v1) | ~ (interpretation$a(v2) = v0)) & ! [v0: % 116.54/16.54 O_o_unit_Signature_ext$] : ! [v1: O_o_unit_Signature_ext$] : ! [v2: % 116.54/16.54 O_o_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iSignature$a(v2) = v1) | % 116.54/16.54 ~ (iSignature$a(v2) = v0)) & ! [v0: F_m_fun$] : ! [v1: F_m_fun$] : ! [v2: % 116.54/16.54 T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iFunctions$(v2) = v1) | % 116.54/16.54 ~ (iFunctions$(v2) = v0)) & ! [v0: O_m_unit_Category_ext$] : ! [v1: % 116.54/16.54 O_m_unit_Category_ext$] : ! [v2: T_f_o_m_unit_Interpretation_ext$] : (v1 = % 116.54/16.54 v0 | ~ (iCategory$(v2) = v1) | ~ (iCategory$(v2) = v0)) & ! [v0: % 116.54/16.54 T_o_fun$] : ! [v1: T_o_fun$] : ! [v2: T_f_o_m_unit_Interpretation_ext$] : % 116.54/16.54 (v1 = v0 | ~ (iTypes$(v2) = v1) | ~ (iTypes$(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 T_f_unit_Signature_ext$] : (v1 = v0 | ~ (signature$(v2) = v1) | ~ % 116.54/16.54 (signature$(v2) = v0)) & ! [v0: T_f_unit_Signature_ext$] : ! [v1: % 116.54/16.54 T_f_unit_Signature_ext$] : ! [v2: T_f_o_m_unit_Interpretation_ext$] : (v1 = % 116.54/16.54 v0 | ~ (iSignature$(v2) = v1) | ~ (iSignature$(v2) = v0)) & ! [v0: % 116.54/16.54 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.54/16.54 T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (interpretation$(v2) = v1) % 116.54/16.54 | ~ (interpretation$(v2) = v0)) & ! [v0: M_m_m_fun_fun$] : ! [v1: % 116.54/16.54 M_m_m_fun_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ (uuk$(v2) % 116.54/16.54 = v1) | ~ (uuk$(v2) = v0)) & ! [v0: M_m_m_fun_fun$] : ! [v1: % 116.54/16.54 M_m_m_fun_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ (uum$(v2) % 116.54/16.54 = v1) | ~ (uum$(v2) = v0)) & ! [v0: M_m_m_fun_fun$] : ! [v1: % 116.54/16.54 M_m_m_fun_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ (comp$(v2) % 116.54/16.54 = v1) | ~ (comp$(v2) = v0)) & ! [v0: M_m_prod_m_fun$] : ! [v1: % 116.54/16.54 M_m_prod_m_fun$] : ! [v2: M_m_m_fun_fun$] : (v1 = v0 | ~ (case_prod$(v2) = % 116.54/16.54 v1) | ~ (case_prod$(v2) = v0)) & ! [v0: M_m_prod_set$] : ! [v1: % 116.54/16.54 M_m_prod_set$] : ! [v2: M_m_prod_bool_fun$] : (v1 = v0 | ~ (collect$(v2) = % 116.54/16.54 v1) | ~ (collect$(v2) = v0)) & ! [v0: M_m_prod_bool_fun$] : ! [v1: % 116.54/16.54 M_m_prod_bool_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ % 116.54/16.54 (uul$(v2) = v1) | ~ (uul$(v2) = v0)) & ! [v0: M_m_bool_fun_fun$] : ! [v1: % 116.54/16.54 M_m_bool_fun_fun$] : ! [v2: O_m_unit_Category_ext$] : (v1 = v0 | ~ % 116.54/16.54 (compDefined$(v2) = v1) | ~ (compDefined$(v2) = v0)) & ! [v0: F_bool_fun$] % 116.54/16.54 : ! [v1: F_bool_fun$] : ! [v2: F_set$] : (v1 = v0 | ~ (uud$(v2) = v1) | ~ % 116.54/16.54 (uud$(v2) = v0)) & ! [v0: M_bool_fun$] : ! [v1: M_bool_fun$] : ! [v2: % 116.54/16.54 M_set$] : (v1 = v0 | ~ (uu$(v2) = v1) | ~ (uu$(v2) = v0)) & ! [v0: % 116.54/16.54 O_bool_fun$] : ! [v1: O_bool_fun$] : ! [v2: O_set$] : (v1 = v0 | ~ % 116.54/16.54 (uug$(v2) = v1) | ~ (uug$(v2) = v0)) & ! [v0: T_bool_fun$] : ! [v1: % 116.54/16.54 T_bool_fun$] : ! [v2: T_set$] : (v1 = v0 | ~ (uuf$(v2) = v1) | ~ % 116.54/16.54 (uuf$(v2) = v0)) & ! [v0: M_o_fun_bool_fun$] : ! [v1: M_o_fun_bool_fun$] : % 116.54/16.54 ! [v2: M_o_fun_set$] : (v1 = v0 | ~ (uub$(v2) = v1) | ~ (uub$(v2) = v0)) & % 116.54/16.54 ! [v0: O_m_fun_bool_fun$] : ! [v1: O_m_fun_bool_fun$] : ! [v2: O_m_fun_set$] % 116.54/16.54 : (v1 = v0 | ~ (uua$(v2) = v1) | ~ (uua$(v2) = v0)) & ! [v0: % 116.54/16.54 M_m_prod_m_fun_bool_fun$] : ! [v1: M_m_prod_m_fun_bool_fun$] : ! [v2: % 116.54/16.54 M_m_prod_m_fun_set$] : (v1 = v0 | ~ (uuc$(v2) = v1) | ~ (uuc$(v2) = v0)) & % 116.54/16.54 ! [v0: M_m_prod_bool_fun$] : ! [v1: M_m_prod_bool_fun$] : ! [v2: % 116.54/16.54 M_m_prod_set$] : (v1 = v0 | ~ (uue$(v2) = v1) | ~ (uue$(v2) = v0)) & ! % 116.54/16.54 [v0: Nat$] : ! [v1: Nat$] : ! [v2: int] : (v1 = v0 | ~ (nat$(v2) = v1) | ~ % 116.54/16.54 (nat$(v2) = v0)) % 116.54/16.54 % 116.54/16.54 Further assumptions not needed in the proof: % 116.54/16.54 -------------------------------------------- % 116.54/16.54 axiom0, axiom1, axiom10, axiom100, axiom101, axiom102, axiom103, axiom104, % 116.54/16.54 axiom105, axiom106, axiom107, axiom108, axiom109, axiom11, axiom110, axiom111, % 116.54/16.54 axiom112, axiom113, axiom114, axiom115, axiom116, axiom117, axiom118, axiom119, % 116.54/16.54 axiom12, axiom120, axiom121, axiom122, axiom123, axiom125, axiom126, axiom127, % 116.54/16.54 axiom128, axiom13, axiom130, axiom131, axiom132, axiom133, axiom134, axiom136, % 116.54/16.54 axiom137, axiom138, axiom139, axiom14, axiom140, axiom141, axiom142, axiom143, % 116.54/16.54 axiom144, axiom145, axiom146, axiom147, axiom148, axiom15, axiom150, axiom151, % 116.54/16.54 axiom152, axiom153, axiom154, axiom155, axiom156, axiom157, axiom158, axiom159, % 116.54/16.54 axiom16, axiom160, axiom161, axiom162, axiom163, axiom164, axiom165, axiom166, % 116.54/16.54 axiom167, axiom168, axiom169, axiom17, axiom170, axiom171, axiom172, axiom173, % 116.54/16.54 axiom174, axiom175, axiom176, axiom177, axiom178, axiom179, axiom18, axiom180, % 116.54/16.54 axiom181, axiom182, axiom183, axiom184, axiom186, axiom187, axiom188, axiom189, % 116.54/16.54 axiom19, axiom190, axiom191, axiom192, axiom193, axiom194, axiom195, axiom196, % 116.54/16.54 axiom197, axiom198, axiom199, axiom2, axiom20, axiom200, axiom201, axiom202, % 116.54/16.54 axiom203, axiom204, axiom205, axiom206, axiom207, axiom208, axiom209, axiom21, % 116.54/16.54 axiom210, axiom211, axiom212, axiom213, axiom214, axiom215, axiom216, axiom217, % 116.54/16.54 axiom218, axiom219, axiom22, axiom220, axiom221, axiom222, axiom223, axiom224, % 116.54/16.54 axiom225, axiom226, axiom229, axiom23, axiom230, axiom232, axiom233, axiom234, % 116.54/16.54 axiom235, axiom236, axiom237, axiom238, axiom239, axiom240, axiom241, axiom242, % 116.54/16.54 axiom243, axiom244, axiom245, axiom246, axiom247, axiom248, axiom249, axiom250, % 116.54/16.54 axiom251, axiom252, axiom253, axiom254, axiom255, axiom256, axiom257, axiom258, % 116.54/16.54 axiom259, axiom260, axiom261, axiom262, axiom263, axiom264, axiom265, axiom266, % 116.54/16.54 axiom267, axiom268, axiom269, axiom27, axiom270, axiom271, axiom272, axiom273, % 116.54/16.54 axiom274, axiom275, axiom276, axiom277, axiom278, axiom279, axiom280, axiom281, % 116.54/16.54 axiom282, axiom283, axiom284, axiom285, axiom286, axiom287, axiom288, axiom289, % 116.54/16.54 axiom29, axiom290, axiom291, axiom292, axiom293, axiom294, axiom295, axiom296, % 116.54/16.54 axiom297, axiom3, axiom30, axiom300, axiom301, axiom302, axiom303, axiom304, % 116.54/16.54 axiom305, axiom306, axiom307, axiom308, axiom309, axiom31, axiom310, axiom311, % 116.54/16.54 axiom312, axiom313, axiom314, axiom315, axiom316, axiom317, axiom318, axiom319, % 116.54/16.54 axiom320, axiom321, axiom322, axiom323, axiom324, axiom325, axiom326, axiom327, % 116.54/16.54 axiom328, axiom329, axiom330, axiom331, axiom332, axiom333, axiom334, axiom335, % 116.54/16.54 axiom336, axiom337, axiom338, axiom339, axiom340, axiom341, axiom342, axiom343, % 116.54/16.54 axiom344, axiom345, axiom346, axiom347, axiom348, axiom349, axiom350, axiom351, % 116.54/16.54 axiom352, axiom353, axiom354, axiom355, axiom356, axiom357, axiom358, axiom359, % 116.54/16.54 axiom360, axiom361, axiom362, axiom363, axiom364, axiom365, axiom366, axiom367, % 116.54/16.54 axiom368, axiom369, axiom370, axiom371, axiom372, axiom373, axiom374, axiom375, % 116.54/16.54 axiom376, axiom377, axiom378, axiom379, axiom380, axiom381, axiom382, axiom383, % 116.54/16.54 axiom384, axiom385, axiom386, axiom387, axiom388, axiom389, axiom390, axiom391, % 116.54/16.54 axiom392, axiom393, axiom394, axiom395, axiom396, axiom397, axiom398, axiom399, % 116.54/16.54 axiom4, axiom400, axiom401, axiom402, axiom403, axiom404, axiom405, axiom406, % 116.54/16.54 axiom407, axiom408, axiom409, axiom41, axiom410, axiom411, axiom412, axiom413, % 116.54/16.54 axiom414, axiom415, axiom416, axiom417, axiom418, axiom419, axiom42, axiom420, % 116.54/16.54 axiom421, axiom422, axiom423, axiom424, axiom425, axiom426, axiom427, axiom428, % 116.54/16.54 axiom429, axiom43, axiom430, axiom431, axiom432, axiom433, axiom434, axiom435, % 116.54/16.54 axiom436, axiom437, axiom438, axiom439, axiom44, axiom440, axiom441, axiom442, % 116.54/16.54 axiom443, axiom444, axiom445, axiom446, axiom447, axiom448, axiom449, axiom45, % 116.54/16.54 axiom450, axiom451, axiom452, axiom453, axiom454, axiom455, axiom456, axiom457, % 116.54/16.54 axiom458, axiom459, axiom46, axiom460, axiom461, axiom462, axiom463, axiom464, % 116.54/16.54 axiom465, axiom466, axiom467, axiom468, axiom469, axiom47, axiom470, axiom471, % 116.54/16.54 axiom472, axiom473, axiom474, axiom475, axiom476, axiom477, axiom478, axiom479, % 116.54/16.54 axiom48, axiom480, axiom481, axiom482, axiom483, axiom484, axiom485, axiom486, % 116.54/16.54 axiom487, axiom488, axiom489, axiom49, axiom490, axiom491, axiom492, axiom493, % 116.54/16.54 axiom494, axiom495, axiom496, axiom497, axiom498, axiom499, axiom5, axiom500, % 116.54/16.54 axiom501, axiom502, axiom503, axiom504, axiom505, axiom506, axiom507, axiom508, % 116.54/16.54 axiom509, axiom510, axiom511, axiom512, axiom513, axiom514, axiom515, axiom516, % 116.54/16.54 axiom517, axiom518, axiom519, axiom52, axiom520, axiom521, axiom522, axiom523, % 116.54/16.54 axiom524, axiom525, axiom526, axiom527, axiom528, axiom529, axiom530, axiom531, % 116.54/16.54 axiom532, axiom533, axiom534, axiom535, axiom536, axiom537, axiom538, axiom539, % 116.54/16.54 axiom540, axiom541, axiom542, axiom543, axiom544, axiom545, axiom546, axiom547, % 116.54/16.54 axiom548, axiom549, axiom550, axiom551, axiom552, axiom553, axiom554, axiom555, % 116.54/16.54 axiom556, axiom557, axiom558, axiom57, axiom6, axiom60, axiom61, axiom62, % 116.54/16.54 axiom63, axiom64, axiom65, axiom67, axiom68, axiom69, axiom7, axiom70, axiom73, % 116.54/16.54 axiom75, axiom76, axiom77, axiom78, axiom79, axiom8, axiom80, axiom81, axiom82, % 116.54/16.54 axiom83, axiom84, axiom85, axiom86, axiom87, axiom88, axiom89, axiom9, axiom90, % 116.54/16.54 axiom91, axiom92, axiom93, axiom95, axiom96, axiom97, axiom98, axiom99, % 116.54/16.54 formula_560, formula_561, formula_562, formula_563, formula_564, formula_565 % 116.54/16.54 % 116.54/16.54 Those formulas are unsatisfiable: % 116.54/16.54 --------------------------------- % 116.54/16.54 % 116.54/16.54 Begin of proof % 116.54/16.54 | % 116.54/16.54 | ALPHA: (axiom25) implies: % 116.54/16.54 | (1) ? [v0: M$] : (fun_app$ac(iMor$, v0) = i$a & M$(v0)) % 116.54/16.54 | % 116.54/16.54 | ALPHA: (axiom26) implies: % 116.54/16.54 | (2) interpretation$(i$) = 0 % 116.54/16.54 | % 116.54/16.54 | ALPHA: (axiom28) implies: % 116.54/16.54 | (3) ? [v0: T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: % 116.54/16.54 | T_t_f_Language_fun$] : ? [v2: T_f_Language$] : (fun_app$z(term$, a$) % 116.54/16.54 | = v0 & fun_app$y(v0, ea$) = v1 & fun_app$x(v1, b$a) = v2 & % 116.54/16.54 | interp$(i$, v2, i$a) = 0 & T_f_Language$(v2) & % 116.54/16.54 | T_f_Expression_t_t_f_Language_fun_fun$(v0) & T_t_f_Language_fun$(v1)) % 116.54/16.54 | % 116.54/16.54 | ALPHA: (axiom32) implies: % 116.54/16.54 | (4) ? [v0: T_f_unit_Signature_ext$] : ? [v1: % 116.54/16.54 | T_f_Expression_t_t_f_Language_fun_fun$] : ? [v2: % 116.54/16.54 | T_t_f_Language_fun$] : ? [v3: T_f_Language$] : ? [v4: % 116.54/16.54 | T_t_bool_fun_fun$] : ? [v5: T_bool_fun$] : (iSignature$(i$) = v0 & % 116.54/16.54 | wellDefined$(v0, v3) = 0 & funsignature_abbrev$(f$, v0) = v4 & % 116.54/16.54 | fun_app$z(term$, a$) = v1 & fun_app$y(v1, ea$) = v2 & fun_app$x(v2, % 116.54/16.54 | b$a) = v3 & fun_app$q(v4, b$a) = v5 & fun_app$e(v5, b$) = 0 & % 116.54/16.54 | T_bool_fun$(v5) & T_f_Language$(v3) & T_f_unit_Signature_ext$(v0) & % 116.54/16.54 | T_t_bool_fun_fun$(v4) & T_f_Expression_t_t_f_Language_fun_fun$(v1) & % 116.54/16.54 | T_t_f_Language_fun$(v2)) % 116.54/16.54 | % 116.54/16.54 | ALPHA: (axiom33) implies: % 116.54/16.54 | (5) ? [v0: T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: % 116.54/16.54 | T_t_f_Language_fun$] : ? [v2: T_f_Language$] : ? [v3: O_m_IType$] : % 116.54/16.54 | (fun_app$z(term$, a$) = v0 & fun_app$y(v0, ea$) = v1 & fun_app$x(v1, % 116.54/16.54 | b$a) = v2 & interp$(i$, v2, v3) = 0 & T_f_Language$(v2) & % 116.54/16.54 | O_m_IType$(v3) & T_f_Expression_t_t_f_Language_fun_fun$(v0) & % 116.54/16.54 | T_t_f_Language_fun$(v1)) % 116.54/16.54 | % 116.54/16.54 | ALPHA: (axiom34) implies: % 116.54/16.55 | (6) ? [v0: T_f_unit_Signature_ext$] : ? [v1: % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$] : ? [v2: % 116.54/16.55 | T_f_Expression_t_f_Expression_fun$] : ? [v3: T_f_Expression$] : ? % 116.54/16.55 | [v4: T_t_f_Language_fun$] : ? [v5: T_f_Language$] : (iSignature$(i$) = % 116.54/16.55 | v0 & wellDefined$(v0, v5) = 0 & fun_app$ab(exprApp$, f$) = v2 & % 116.54/16.55 | fun_app$aa(v2, ea$) = v3 & fun_app$z(term$, a$) = v1 & fun_app$y(v1, % 116.54/16.55 | v3) = v4 & fun_app$x(v4, b$) = v5 & % 116.54/16.55 | T_f_Expression_t_f_Expression_fun$(v2) & T_f_Language$(v5) & % 116.54/16.55 | T_f_unit_Signature_ext$(v0) & T_f_Expression$(v3) & % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v4)) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom35) implies: % 116.54/16.55 | (7) ? [v0: T_f_unit_Signature_ext$] : (iSignature$(i$) = v0 & % 116.54/16.55 | T_f_unit_Signature_ext$(v0) & ! [v1: T_f_Language$] : ! [v2: % 116.54/16.55 | O_m_IType$] : ( ~ (interp$(i$, v1, v2) = 0) | ~ T_f_Language$(v1) % 116.54/16.55 | | ~ O_m_IType$(v2) | wellDefined$(v0, v1) = 0)) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom36) implies: % 116.54/16.55 | (8) ? [v0: T_f_unit_Signature_ext$] : (iSignature$(i$) = v0 & % 116.54/16.55 | T_f_unit_Signature_ext$(v0) & ! [v1: T$] : ! [v2: T_f_Expression$] % 116.54/16.55 | : ! [v3: T$] : ! [v4: O_m_IType$] : ! [v5: % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: % 116.54/16.55 | T_t_f_Language_fun$] : ! [v7: T_f_Language$] : ( ~ % 116.54/16.55 | (fun_app$z(term$, v1) = v5) | ~ (fun_app$y(v5, v2) = v6) | ~ % 116.54/16.55 | (fun_app$x(v6, v3) = v7) | ~ (interp$(i$, v7, v4) = 0) | ~ T$(v3) % 116.54/16.55 | | ~ T$(v1) | ~ O_m_IType$(v4) | ~ T_f_Expression$(v2) | % 116.54/16.55 | wellDefined$(v0, v7) = 0)) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom37) implies: % 116.54/16.55 | (9) ? [v0: T_f_unit_Signature_ext$] : ? [v1: % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$] : ? [v2: % 116.54/16.55 | T_t_f_Language_fun$] : (iSignature$(i$) = v0 & fun_app$z(term$, a$) = % 116.54/16.55 | v1 & fun_app$y(v1, ea$) = v2 & T_f_unit_Signature_ext$(v0) & % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v2) % 116.54/16.55 | & ! [v3: T$] : ! [v4: T_f_Language$] : ( ~ (fun_app$x(v2, v3) = v4) % 116.54/16.55 | | ~ T$(v3) | ? [v5: int] : ? [v6: O_m_IType$] : ? [v7: int] : % 116.54/16.55 | (O_m_IType$(v6) & ((v7 = 0 & interp$(i$, v4, v6) = 0) | ( ~ (v5 = % 116.54/16.55 | 0) & wellDefined$(v0, v4) = v5))))) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom38) implies: % 116.54/16.55 | (10) ? [v0: T_f_unit_Signature_ext$] : ? [v1: % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$] : ? [v2: % 116.54/16.55 | T_t_f_Language_fun$] : ? [v3: T_t_bool_fun_fun$] : ? [v4: T$] : ? % 116.54/16.55 | [v5: T_f_Language$] : ? [v6: T_bool_fun$] : (iSignature$(i$) = v0 & % 116.54/16.55 | wellDefined$(v0, v5) = 0 & funsignature_abbrev$(f$, v0) = v3 & % 116.54/16.55 | fun_app$z(term$, a$) = v1 & fun_app$y(v1, ea$) = v2 & fun_app$x(v2, % 116.54/16.55 | v4) = v5 & fun_app$q(v3, v4) = v6 & fun_app$e(v6, b$) = 0 & % 116.54/16.55 | T_bool_fun$(v6) & T$(v4) & T_f_Language$(v5) & % 116.54/16.55 | T_f_unit_Signature_ext$(v0) & T_t_bool_fun_fun$(v3) & % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$(v1) & % 116.54/16.55 | T_t_f_Language_fun$(v2)) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom39) implies: % 116.54/16.55 | (11) ? [v0: T_f_unit_Signature_ext$] : ? [v1: % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$] : ? [v2: % 116.54/16.55 | T_t_f_Language_fun$] : (iSignature$(i$) = v0 & fun_app$z(term$, a$) % 116.54/16.55 | = v1 & fun_app$y(v1, exprVar$) = v2 & T_f_unit_Signature_ext$(v0) & % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$(v1) & T_t_f_Language_fun$(v2) % 116.54/16.55 | & ! [v3: T$] : ! [v4: T_f_Language$] : ( ~ (fun_app$x(v2, v3) = % 116.54/16.55 | v4) | ~ T$(v3) | ? [v5: int] : ? [v6: O_m_IType$] : ? [v7: % 116.54/16.55 | int] : (O_m_IType$(v6) & ((v7 = 0 & interp$(i$, v4, v6) = 0) | ( % 116.54/16.55 | ~ (v5 = 0) & wellDefined$(v0, v4) = v5))))) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom40) implies: % 116.54/16.55 | (12) ? [v0: T_f_unit_Signature_ext$] : (signature$(v0) = 0 & % 116.54/16.55 | iSignature$(i$) = v0 & T_f_unit_Signature_ext$(v0)) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom50) implies: % 116.54/16.55 | (13) ! [v0: T_f_unit_Signature_ext$] : ! [v1: T$] : ! [v2: F$] : ! [v3: % 116.54/16.55 | T_f_Expression$] : ! [v4: T$] : ! [v5: % 116.54/16.55 | T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: % 116.54/16.55 | T_f_Expression_t_f_Expression_fun$] : ! [v7: T_f_Expression$] : ! % 116.54/16.55 | [v8: T_t_f_Language_fun$] : ! [v9: T_f_Language$] : ( ~ % 116.54/16.55 | (wellDefined$(v0, v9) = 0) | ~ (fun_app$ab(exprApp$, v2) = v6) | ~ % 116.54/16.55 | (fun_app$aa(v6, v3) = v7) | ~ (fun_app$z(term$, v1) = v5) | ~ % 116.54/16.55 | (fun_app$y(v5, v7) = v8) | ~ (fun_app$x(v8, v4) = v9) | ~ T$(v4) | % 116.54/16.55 | ~ T$(v1) | ~ T_f_unit_Signature_ext$(v0) | ~ T_f_Expression$(v3) % 116.54/16.55 | | ~ F$(v2) | ? [v10: T_t_f_Language_fun$] : ? [v11: % 116.54/16.55 | T_t_bool_fun_fun$] : ? [v12: T$] : ? [v13: T_f_Language$] : ? % 116.54/16.55 | [v14: T_bool_fun$] : (wellDefined$(v0, v13) = 0 & % 116.54/16.55 | funsignature_abbrev$(v2, v0) = v11 & fun_app$y(v5, v3) = v10 & % 116.54/16.55 | fun_app$x(v10, v12) = v13 & fun_app$q(v11, v12) = v14 & % 116.54/16.55 | fun_app$e(v14, v4) = 0 & T_bool_fun$(v14) & T$(v12) & % 116.54/16.55 | T_f_Language$(v13) & T_t_bool_fun_fun$(v11) & % 116.54/16.55 | T_t_f_Language_fun$(v10))) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom51) implies: % 116.54/16.55 | (14) ! [v0: M$] : ! [v1: M$] : ! [v2: O_m_IType$] : (v1 = v0 | ~ % 116.54/16.55 | (fun_app$ac(iMor$, v1) = v2) | ~ (fun_app$ac(iMor$, v0) = v2) | ~ % 116.54/16.55 | M$(v1) | ~ M$(v0)) % 116.54/16.55 | % 116.54/16.55 | ALPHA: (axiom53) implies: % 116.54/16.55 | (15) T$(b$a) % 116.54/16.56 | (16) ? [v0: T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: % 116.54/16.56 | T_t_f_Language_fun$] : ? [v2: T_f_Language$] : ? [v3: any] : ? % 116.54/16.56 | [v4: O_m_unit_Category_ext$] : ? [v5: T_o_fun$] : ? [v6: O$] : ? % 116.54/16.56 | [v7: O$] : ? [v8: M$] : ? [v9: O_m_IType$] : ? [v10: % 116.54/16.56 | O_o_bool_fun_fun$] : ? [v11: O_bool_fun$] : ? [v12: int] : % 116.54/16.56 | (iCategory$(i$) = v4 & iTypes$(i$) = v5 & fun_app$ad(v5, b$a) = v7 & % 116.54/16.56 | fun_app$ad(v5, a$) = v6 & fun_app$z(term$, a$) = v0 & fun_app$y(v0, % 116.54/16.56 | ea$) = v1 & fun_app$x(v1, b$a) = v2 & interp$(i$, v2, i$a) = v3 & % 116.54/16.56 | O_m_unit_Category_ext$(v4) & T_f_Language$(v2) & % 116.54/16.56 | T_f_Expression_t_t_f_Language_fun_fun$(v0) & O$(v7) & O$(v6) & % 116.54/16.56 | T_t_f_Language_fun$(v1) & M$(v8) & T_o_fun$(v5) & ( ~ (v3 = 0) | % 116.54/16.56 | (v12 = 0 & v9 = i$a & mapsTo$(v4, v8) = v10 & fun_app$ac(iMor$, % 116.54/16.56 | v8) = i$a & fun_app$r(v10, v6) = v11 & fun_app$f(v11, v7) = 0 % 116.54/16.56 | & O_o_bool_fun_fun$(v10) & O_bool_fun$(v11)))) % 116.54/16.56 | % 116.54/16.56 | ALPHA: (axiom54) implies: % 116.54/16.56 | (17) M$(g$) % 116.54/16.56 | (18) O_m_IType$(i$a) % 116.54/16.56 | (19) fun_app$ac(iMor$, g$) = i$a % 116.54/16.56 | % 116.54/16.56 | ALPHA: (axiom55) implies: % 116.54/16.56 | (20) ? [v0: O_m_unit_Category_ext$] : ? [v1: T_o_fun$] : (iCategory$(i$) % 116.54/16.56 | = v0 & iTypes$(i$) = v1 & O_m_unit_Category_ext$(v0) & T_o_fun$(v1) % 116.54/16.56 | & ! [v2: T$] : ! [v3: T_f_Expression$] : ! [v4: T$] : ! [v5: % 116.54/16.56 | O_m_IType$] : ! [v6: T_f_Expression_t_t_f_Language_fun_fun$] : ! % 116.54/16.56 | [v7: T_t_f_Language_fun$] : ! [v8: T_f_Language$] : ( ~ % 116.54/16.56 | (fun_app$z(term$, v2) = v6) | ~ (fun_app$y(v6, v3) = v7) | ~ % 116.54/16.56 | (fun_app$x(v7, v4) = v8) | ~ (interp$(i$, v8, v5) = 0) | ~ % 116.54/16.56 | T$(v4) | ~ T$(v2) | ~ O_m_IType$(v5) | ~ T_f_Expression$(v3) | % 116.54/16.56 | ? [v9: O$] : ? [v10: O$] : ? [v11: M$] : ? [v12: % 116.54/16.56 | O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : (fun_app$ad(v1, v4) % 116.54/16.56 | = v10 & fun_app$ad(v1, v2) = v9 & mapsTo$(v0, v11) = v12 & % 116.54/16.56 | fun_app$ac(iMor$, v11) = v5 & fun_app$r(v12, v9) = v13 & % 116.54/16.56 | fun_app$f(v13, v10) = 0 & O_o_bool_fun_fun$(v12) & % 116.54/16.56 | O_bool_fun$(v13) & O$(v10) & O$(v9) & M$(v11)))) % 116.54/16.56 | % 116.54/16.56 | ALPHA: (axiom56) implies: % 116.54/16.56 | (21) ? [v0: O_m_unit_Category_ext$] : ? [v1: T_o_fun$] : (iCategory$(i$) % 116.54/16.56 | = v0 & iTypes$(i$) = v1 & O_m_unit_Category_ext$(v0) & T_o_fun$(v1) % 116.54/16.56 | & ! [v2: T$] : ! [v3: T_f_Expression$] : ! [v4: T$] : ! [v5: M$] % 116.54/16.56 | : ! [v6: T_f_Expression_t_t_f_Language_fun_fun$] : ! [v7: % 116.54/16.56 | T_t_f_Language_fun$] : ! [v8: T_f_Language$] : ! [v9: % 116.54/16.56 | O_m_IType$] : ( ~ (fun_app$z(term$, v2) = v6) | ~ (fun_app$y(v6, % 116.54/16.56 | v3) = v7) | ~ (fun_app$x(v7, v4) = v8) | ~ (interp$(i$, v8, % 116.54/16.56 | v9) = 0) | ~ (fun_app$ac(iMor$, v5) = v9) | ~ T$(v4) | ~ % 116.54/16.56 | T$(v2) | ~ T_f_Expression$(v3) | ~ M$(v5) | ? [v10: % 116.54/16.56 | O_o_bool_fun_fun$] : ? [v11: O$] : ? [v12: O_bool_fun$] : ? % 116.54/16.56 | [v13: O$] : (fun_app$ad(v1, v4) = v13 & fun_app$ad(v1, v2) = v11 & % 116.54/16.56 | mapsTo$(v0, v5) = v10 & fun_app$r(v10, v11) = v12 & % 116.54/16.56 | fun_app$f(v12, v13) = 0 & O_o_bool_fun_fun$(v10) & % 116.54/16.56 | O_bool_fun$(v12) & O$(v13) & O$(v11)))) % 116.54/16.56 | % 116.54/16.56 | ALPHA: (axiom58) implies: % 116.54/16.56 | (22) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 116.54/16.56 | T_f_Expression$] : ! [v3: T$] : ! [v4: O_m_IType$] : ! [v5: % 116.54/16.56 | T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: % 116.54/16.56 | T_t_f_Language_fun$] : ! [v7: T_f_Language$] : ( ~ % 116.54/16.56 | (fun_app$z(term$, v1) = v5) | ~ (fun_app$y(v5, v2) = v6) | ~ % 116.54/16.56 | (fun_app$x(v6, v3) = v7) | ~ (interp$(v0, v7, v4) = 0) | ~ % 116.54/16.56 | T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v3) | ~ T$(v1) | ~ % 116.54/16.56 | O_m_IType$(v4) | ~ T_f_Expression$(v2) | ? [v8: any] : ? [v9: % 116.54/16.56 | O_m_unit_Category_ext$] : ? [v10: T_o_fun$] : ? [v11: O$] : ? % 116.54/16.56 | [v12: O$] : ? [v13: M$] : ? [v14: O_m_IType$] : ? [v15: % 116.54/16.56 | O_o_bool_fun_fun$] : ? [v16: O_bool_fun$] : ? [v17: int] : % 116.54/16.56 | (iCategory$(v0) = v9 & iTypes$(v0) = v10 & fun_app$ad(v10, v3) = v12 % 116.54/16.56 | & fun_app$ad(v10, v1) = v11 & interpretation$(v0) = v8 & % 116.54/16.56 | O_m_unit_Category_ext$(v9) & O$(v12) & O$(v11) & M$(v13) & % 116.54/16.56 | T_o_fun$(v10) & ( ~ (v8 = 0) | (v17 = 0 & v14 = v4 & mapsTo$(v9, % 116.54/16.56 | v13) = v15 & fun_app$ac(iMor$, v13) = v4 & fun_app$r(v15, % 116.54/16.56 | v11) = v16 & fun_app$f(v16, v12) = 0 & % 116.54/16.56 | O_o_bool_fun_fun$(v15) & O_bool_fun$(v16))))) % 116.54/16.56 | % 116.54/16.56 | ALPHA: (axiom59) implies: % 116.54/16.56 | (23) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 116.54/16.56 | T_f_Expression$] : ! [v3: T$] : ! [v4: M$] : ! [v5: % 116.54/16.56 | T_f_Expression_t_t_f_Language_fun_fun$] : ! [v6: % 116.54/16.56 | T_t_f_Language_fun$] : ! [v7: T_f_Language$] : ! [v8: O_m_IType$] % 116.54/16.56 | : ( ~ (fun_app$z(term$, v1) = v5) | ~ (fun_app$y(v5, v2) = v6) | ~ % 116.54/16.56 | (fun_app$x(v6, v3) = v7) | ~ (interp$(v0, v7, v8) = 0) | ~ % 116.54/16.56 | (fun_app$ac(iMor$, v4) = v8) | ~ % 116.54/16.56 | T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v3) | ~ T$(v1) | ~ % 116.54/16.56 | T_f_Expression$(v2) | ~ M$(v4) | ? [v9: any] : ? [v10: % 116.54/16.56 | O_m_unit_Category_ext$] : ? [v11: O_o_bool_fun_fun$] : ? [v12: % 116.54/16.56 | T_o_fun$] : ? [v13: O$] : ? [v14: O_bool_fun$] : ? [v15: O$] : % 116.54/16.56 | ? [v16: any] : (iCategory$(v0) = v10 & iTypes$(v0) = v12 & % 116.54/16.56 | fun_app$ad(v12, v3) = v15 & fun_app$ad(v12, v1) = v13 & % 116.54/16.56 | mapsTo$(v10, v4) = v11 & interpretation$(v0) = v9 & fun_app$r(v11, % 116.54/16.56 | v13) = v14 & fun_app$f(v14, v15) = v16 & % 116.54/16.56 | O_m_unit_Category_ext$(v10) & O_o_bool_fun_fun$(v11) & % 116.54/16.56 | O_bool_fun$(v14) & O$(v15) & O$(v13) & T_o_fun$(v12) & ( ~ (v9 = % 116.54/16.56 | 0) | v16 = 0))) % 116.54/16.56 | % 116.54/16.56 | ALPHA: (axiom66) implies: % 116.54/16.56 | (24) ? [v0: T_f_unit_Signature_ext$] : ? [v1: O_m_unit_Category_ext$] : % 116.54/16.56 | ? [v2: F_m_fun$] : ? [v3: T_o_fun$] : (iFunctions$(i$) = v2 & % 116.54/16.56 | iCategory$(i$) = v1 & iTypes$(i$) = v3 & iSignature$(i$) = v0 & % 116.54/16.56 | F_m_fun$(v2) & O_m_unit_Category_ext$(v1) & % 116.54/16.56 | T_f_unit_Signature_ext$(v0) & T_o_fun$(v3) & ! [v4: F$] : ! [v5: % 116.54/16.56 | T$] : ! [v6: T$] : ! [v7: M$] : ! [v8: O_o_bool_fun_fun$] : ! % 116.54/16.56 | [v9: O$] : ! [v10: O_bool_fun$] : ! [v11: O$] : ! [v12: int] : % 116.54/16.56 | (v12 = 0 | ~ (fun_app$ae(v2, v4) = v7) | ~ (fun_app$ad(v3, v6) = % 116.54/16.56 | v11) | ~ (fun_app$ad(v3, v5) = v9) | ~ (mapsTo$(v1, v7) = v8) % 116.54/16.56 | | ~ (fun_app$r(v8, v9) = v10) | ~ (fun_app$f(v10, v11) = v12) | % 116.54/16.56 | ~ T$(v6) | ~ T$(v5) | ~ F$(v4) | ? [v13: T_t_bool_fun_fun$] : % 116.54/16.56 | ? [v14: T_bool_fun$] : ? [v15: int] : ( ~ (v15 = 0) & % 116.54/16.56 | funsignature_abbrev$(v4, v0) = v13 & fun_app$q(v13, v5) = v14 & % 116.54/16.56 | fun_app$e(v14, v6) = v15 & T_bool_fun$(v14) & % 116.54/16.56 | T_t_bool_fun_fun$(v13))) & ! [v4: F$] : ! [v5: T$] : ! [v6: % 116.54/16.56 | T$] : ! [v7: T_t_bool_fun_fun$] : ! [v8: T_bool_fun$] : ( ~ % 116.54/16.56 | (funsignature_abbrev$(v4, v0) = v7) | ~ (fun_app$q(v7, v5) = v8) % 116.54/16.56 | | ~ (fun_app$e(v8, v6) = 0) | ~ T$(v6) | ~ T$(v5) | ~ F$(v4) | % 116.54/16.56 | ? [v9: M$] : ? [v10: O_o_bool_fun_fun$] : ? [v11: O$] : ? % 116.54/16.56 | [v12: O_bool_fun$] : ? [v13: O$] : (fun_app$ae(v2, v4) = v9 & % 116.54/16.56 | fun_app$ad(v3, v6) = v13 & fun_app$ad(v3, v5) = v11 & % 116.54/16.56 | mapsTo$(v1, v9) = v10 & fun_app$r(v10, v11) = v12 & % 116.54/16.56 | fun_app$f(v12, v13) = 0 & O_o_bool_fun_fun$(v10) & % 116.54/16.56 | O_bool_fun$(v12) & O$(v13) & O$(v11) & M$(v9)))) % 116.54/16.56 | % 116.54/16.56 | ALPHA: (axiom71) implies: % 116.54/16.57 | (25) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: F$] : ! [v2: T$] % 116.54/16.57 | : ! [v3: T$] : ! [v4: T_f_unit_Signature_ext$] : ! [v5: % 116.54/16.57 | T_t_bool_fun_fun$] : ! [v6: T_bool_fun$] : ( ~ (iSignature$(v0) = % 116.54/16.57 | v4) | ~ (funsignature_abbrev$(v1, v4) = v5) | ~ (fun_app$q(v5, % 116.54/16.57 | v2) = v6) | ~ (fun_app$e(v6, v3) = 0) | ~ % 116.54/16.57 | T_f_o_m_unit_Interpretation_ext$(v0) | ~ T$(v3) | ~ T$(v2) | ~ % 116.54/16.57 | F$(v1) | ? [v7: any] : ? [v8: O_m_unit_Category_ext$] : ? [v9: % 116.54/16.57 | F_m_fun$] : ? [v10: M$] : ? [v11: O_o_bool_fun_fun$] : ? [v12: % 116.54/16.57 | T_o_fun$] : ? [v13: O$] : ? [v14: O_bool_fun$] : ? [v15: O$] : % 116.54/16.57 | ? [v16: any] : (iFunctions$(v0) = v9 & fun_app$ae(v9, v1) = v10 & % 116.54/16.57 | iCategory$(v0) = v8 & iTypes$(v0) = v12 & fun_app$ad(v12, v3) = % 116.54/16.57 | v15 & fun_app$ad(v12, v2) = v13 & mapsTo$(v8, v10) = v11 & % 116.54/16.57 | interpretation$(v0) = v7 & fun_app$r(v11, v13) = v14 & % 116.54/16.57 | fun_app$f(v14, v15) = v16 & F_m_fun$(v9) & % 116.54/16.57 | O_m_unit_Category_ext$(v8) & O_o_bool_fun_fun$(v11) & % 116.54/16.57 | O_bool_fun$(v14) & O$(v15) & O$(v13) & M$(v10) & T_o_fun$(v12) & ( % 116.54/16.57 | ~ (v7 = 0) | v16 = 0))) % 116.54/16.57 | % 116.54/16.57 | ALPHA: (axiom72) implies: % 116.54/16.57 | (26) ? [v0: O_m_unit_Category_ext$] : (category$(v0) = 0 & iCategory$(i$) % 116.54/16.57 | = v0 & O_m_unit_Category_ext$(v0)) % 116.54/16.57 | % 116.54/16.57 | ALPHA: (axiom74) implies: % 116.54/16.57 | (27) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 116.54/16.57 | T_f_Expression$] : ! [v3: T$] : ! [v4: F$] : ! [v5: T$] : ! [v6: % 116.54/16.57 | M$] : ! [v7: T_f_unit_Signature_ext$] : ! [v8: % 116.54/16.57 | T_f_Expression_t_t_f_Language_fun_fun$] : ! [v9: % 116.54/16.57 | T_t_f_Language_fun$] : ! [v10: T_f_Language$] : ! [v11: % 116.54/16.57 | T_t_bool_fun_fun$] : ! [v12: T_bool_fun$] : ! [v13: O_m_IType$] : % 116.54/16.57 | ( ~ (iSignature$(v0) = v7) | ~ (funsignature_abbrev$(v4, v7) = v11) | % 116.54/16.57 | ~ (fun_app$z(term$, v1) = v8) | ~ (fun_app$y(v8, v2) = v9) | ~ % 116.54/16.57 | (fun_app$x(v9, v3) = v10) | ~ (interp$(v0, v10, v13) = 0) | ~ % 116.54/16.57 | (fun_app$ac(iMor$, v6) = v13) | ~ (fun_app$q(v11, v3) = v12) | ~ % 116.54/16.57 | (fun_app$e(v12, v5) = 0) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | % 116.54/16.57 | ~ T$(v5) | ~ T$(v3) | ~ T$(v1) | ~ T_f_Expression$(v2) | ~ % 116.54/16.57 | F$(v4) | ~ M$(v6) | ? [v14: any] : ? [v15: % 116.54/16.57 | T_f_Expression_t_f_Expression_fun$] : ? [v16: T_f_Expression$] : % 116.54/16.57 | ? [v17: T_t_f_Language_fun$] : ? [v18: T_f_Language$] : ? [v19: % 116.54/16.57 | O_m_unit_Category_ext$] : ? [v20: M_m_m_fun_fun$] : ? [v21: % 116.54/16.57 | M_m_fun$] : ? [v22: F_m_fun$] : ? [v23: M$] : ? [v24: M$] : ? % 116.54/16.57 | [v25: O_m_IType$] : ? [v26: any] : (iFunctions$(v0) = v22 & % 116.54/16.57 | fun_app$ae(v22, v4) = v23 & iCategory$(v0) = v19 & % 116.54/16.57 | wellDefined$(v7, v10) = v14 & fun_app$ab(exprApp$, v4) = v15 & % 116.54/16.57 | fun_app$aa(v15, v2) = v16 & fun_app$y(v8, v16) = v17 & % 116.54/16.57 | fun_app$x(v17, v5) = v18 & interp$(v0, v18, v25) = v26 & % 116.54/16.57 | fun_app$ac(iMor$, v24) = v25 & fun_app$v(v20, v6) = v21 & % 116.54/16.57 | fun_app$u(v21, v23) = v24 & comp$(v19) = v20 & F_m_fun$(v22) & % 116.54/16.57 | O_m_unit_Category_ext$(v19) & % 116.54/16.57 | T_f_Expression_t_f_Expression_fun$(v15) & M_m_fun$(v21) & % 116.54/16.57 | T_f_Language$(v18) & O_m_IType$(v25) & T_f_Expression$(v16) & % 116.54/16.57 | T_t_f_Language_fun$(v17) & M$(v24) & M$(v23) & M_m_m_fun_fun$(v20) % 116.54/16.57 | & ( ~ (v14 = 0) | v26 = 0))) % 116.54/16.57 | % 116.54/16.57 | ALPHA: (axiom94) implies: % 116.54/16.57 | (28) ? [v0: T_f_unit_Signature_ext$] : ? [v1: T_set$] : ? [v2: T_o_fun$] % 116.54/16.57 | : ? [v3: O_m_unit_Category_ext$] : ? [v4: O_set$] : (baseTypes$(v0) % 116.54/16.57 | = v1 & obj$(v3) = v4 & iCategory$(i$) = v3 & iTypes$(i$) = v2 & % 116.54/16.57 | iSignature$(i$) = v0 & O_m_unit_Category_ext$(v3) & T_set$(v1) & % 116.54/16.57 | T_f_unit_Signature_ext$(v0) & O_set$(v4) & T_o_fun$(v2) & ! [v5: % 116.54/16.57 | T$] : ! [v6: O$] : ( ~ (fun_app$ad(v2, v5) = v6) | ~ T$(v5) | ? % 116.54/16.57 | [v7: any] : ? [v8: any] : (member$e(v6, v4) = v8 & member$d(v5, % 116.54/16.57 | v1) = v7 & ( ~ (v7 = 0) | v8 = 0))) & ! [v5: T$] : ( ~ % 116.54/16.57 | (member$d(v5, v1) = 0) | ~ T$(v5) | ? [v6: O$] : (fun_app$ad(v2, % 116.54/16.57 | v5) = v6 & member$e(v6, v4) = 0 & O$(v6)))) % 116.54/16.57 | % 116.54/16.57 | ALPHA: (axiom124) implies: % 116.54/16.57 | (29) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ( ~ (interpretation$(v0) = % 116.54/16.57 | 0) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? [v1: % 116.54/16.57 | O_m_unit_Category_ext$] : ? [v2: T_f_unit_Signature_ext$] : ? % 116.54/16.57 | [v3: T_set$] : ? [v4: T_o_fun$] : ? [v5: O_set$] : ? [v6: % 116.54/16.57 | F_m_fun$] : (baseTypes$(v2) = v3 & obj$(v1) = v5 & category$(v1) = % 116.54/16.57 | 0 & iFunctions$(v0) = v6 & iCategory$(v0) = v1 & iTypes$(v0) = v4 % 116.54/16.57 | & signature$(v2) = 0 & iSignature$(v0) = v2 & F_m_fun$(v6) & % 116.54/16.57 | O_m_unit_Category_ext$(v1) & T_set$(v3) & % 116.54/16.57 | T_f_unit_Signature_ext$(v2) & O_set$(v5) & T_o_fun$(v4) & ! [v7: % 116.54/16.57 | F$] : ! [v8: T$] : ! [v9: T$] : ! [v10: M$] : ! [v11: % 116.54/16.57 | O_o_bool_fun_fun$] : ! [v12: O$] : ! [v13: O_bool_fun$] : ! % 116.54/16.57 | [v14: O$] : ! [v15: int] : (v15 = 0 | ~ (fun_app$ae(v6, v7) = % 116.54/16.57 | v10) | ~ (fun_app$ad(v4, v9) = v14) | ~ (fun_app$ad(v4, v8) % 116.54/16.57 | = v12) | ~ (mapsTo$(v1, v10) = v11) | ~ (fun_app$r(v11, v12) % 116.54/16.57 | = v13) | ~ (fun_app$f(v13, v14) = v15) | ~ T$(v9) | ~ % 116.54/16.57 | T$(v8) | ~ F$(v7) | ? [v16: T_t_bool_fun_fun$] : ? [v17: % 116.54/16.57 | T_bool_fun$] : ? [v18: int] : ( ~ (v18 = 0) & % 116.54/16.57 | funsignature_abbrev$(v7, v2) = v16 & fun_app$q(v16, v8) = v17 % 116.54/16.57 | & fun_app$e(v17, v9) = v18 & T_bool_fun$(v17) & % 116.54/16.57 | T_t_bool_fun_fun$(v16))) & ! [v7: F$] : ! [v8: T$] : ! [v9: % 116.54/16.57 | T$] : ! [v10: T_t_bool_fun_fun$] : ! [v11: T_bool_fun$] : ( ~ % 116.54/16.57 | (funsignature_abbrev$(v7, v2) = v10) | ~ (fun_app$q(v10, v8) = % 116.54/16.57 | v11) | ~ (fun_app$e(v11, v9) = 0) | ~ T$(v9) | ~ T$(v8) | % 116.54/16.57 | ~ F$(v7) | ? [v12: M$] : ? [v13: O_o_bool_fun_fun$] : ? [v14: % 116.54/16.57 | O$] : ? [v15: O_bool_fun$] : ? [v16: O$] : (fun_app$ae(v6, % 116.54/16.57 | v7) = v12 & fun_app$ad(v4, v9) = v16 & fun_app$ad(v4, v8) = % 116.54/16.57 | v14 & mapsTo$(v1, v12) = v13 & fun_app$r(v13, v14) = v15 & % 116.54/16.57 | fun_app$f(v15, v16) = 0 & O_o_bool_fun_fun$(v13) & % 116.54/16.57 | O_bool_fun$(v15) & O$(v16) & O$(v14) & M$(v12))) & ! [v7: T$] % 116.54/16.57 | : ! [v8: O$] : ( ~ (fun_app$ad(v4, v7) = v8) | ~ T$(v7) | ? % 116.54/16.57 | [v9: any] : ? [v10: any] : (member$e(v8, v5) = v10 & % 116.54/16.57 | member$d(v7, v3) = v9 & ( ~ (v9 = 0) | v10 = 0))) & ! [v7: % 116.54/16.57 | T$] : ( ~ (member$d(v7, v3) = 0) | ~ T$(v7) | ? [v8: O$] : % 116.54/16.57 | (fun_app$ad(v4, v7) = v8 & member$e(v8, v5) = 0 & O$(v8))))) % 116.54/16.58 | (30) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.54/16.58 | T_f_unit_Signature_ext$] : ( ~ (iSignature$(v0) = v1) | ~ % 116.54/16.58 | T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: any] : ? [v3: % 116.54/16.58 | O_m_unit_Category_ext$] : ? [v4: any] : ? [v5: any] : ? [v6: % 116.54/16.58 | T_set$] : ? [v7: T_o_fun$] : ? [v8: O_set$] : ? [v9: F_m_fun$] % 116.54/16.58 | : (baseTypes$(v1) = v6 & obj$(v3) = v8 & category$(v3) = v4 & % 116.54/16.58 | iFunctions$(v0) = v9 & iCategory$(v0) = v3 & iTypes$(v0) = v7 & % 116.54/16.58 | signature$(v1) = v5 & interpretation$(v0) = v2 & F_m_fun$(v9) & % 116.54/16.58 | O_m_unit_Category_ext$(v3) & T_set$(v6) & O_set$(v8) & % 116.54/16.58 | T_o_fun$(v7) & ( ~ (v2 = 0) | (v5 = 0 & v4 = 0 & ! [v10: F$] : ! % 116.54/16.58 | [v11: T$] : ! [v12: T$] : ! [v13: M$] : ! [v14: % 116.54/16.58 | O_o_bool_fun_fun$] : ! [v15: O$] : ! [v16: O_bool_fun$] : % 116.54/16.58 | ! [v17: O$] : ! [v18: int] : (v18 = 0 | ~ (fun_app$ae(v9, % 116.54/16.58 | v10) = v13) | ~ (fun_app$ad(v7, v12) = v17) | ~ % 116.54/16.58 | (fun_app$ad(v7, v11) = v15) | ~ (mapsTo$(v3, v13) = v14) | % 116.54/16.58 | ~ (fun_app$r(v14, v15) = v16) | ~ (fun_app$f(v16, v17) = % 116.54/16.58 | v18) | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v19: % 116.54/16.58 | T_t_bool_fun_fun$] : ? [v20: T_bool_fun$] : ? [v21: int] % 116.54/16.58 | : ( ~ (v21 = 0) & funsignature_abbrev$(v10, v1) = v19 & % 116.54/16.58 | fun_app$q(v19, v11) = v20 & fun_app$e(v20, v12) = v21 & % 116.54/16.58 | T_bool_fun$(v20) & T_t_bool_fun_fun$(v19))) & ! [v10: F$] % 116.54/16.58 | : ! [v11: T$] : ! [v12: T$] : ! [v13: T_t_bool_fun_fun$] : % 116.54/16.58 | ! [v14: T_bool_fun$] : ( ~ (funsignature_abbrev$(v10, v1) = % 116.54/16.58 | v13) | ~ (fun_app$q(v13, v11) = v14) | ~ (fun_app$e(v14, % 116.54/16.58 | v12) = 0) | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | ? % 116.54/16.58 | [v15: M$] : ? [v16: O_o_bool_fun_fun$] : ? [v17: O$] : ? % 116.54/16.58 | [v18: O_bool_fun$] : ? [v19: O$] : (fun_app$ae(v9, v10) = % 116.54/16.58 | v15 & fun_app$ad(v7, v12) = v19 & fun_app$ad(v7, v11) = % 116.54/16.58 | v17 & mapsTo$(v3, v15) = v16 & fun_app$r(v16, v17) = v18 & % 116.54/16.58 | fun_app$f(v18, v19) = 0 & O_o_bool_fun_fun$(v16) & % 116.54/16.58 | O_bool_fun$(v18) & O$(v19) & O$(v17) & M$(v15))) & ! % 116.54/16.58 | [v10: T$] : ! [v11: O$] : ( ~ (fun_app$ad(v7, v10) = v11) | % 116.54/16.58 | ~ T$(v10) | ? [v12: any] : ? [v13: any] : (member$e(v11, % 116.54/16.58 | v8) = v13 & member$d(v10, v6) = v12 & ( ~ (v12 = 0) | % 116.54/16.58 | v13 = 0))) & ! [v10: T$] : ( ~ (member$d(v10, v6) = 0) % 116.54/16.58 | | ~ T$(v10) | ? [v11: O$] : (fun_app$ad(v7, v10) = v11 & % 116.54/16.58 | member$e(v11, v8) = 0 & O$(v11))))))) % 116.54/16.58 | (31) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T_o_fun$] : ( ~ % 116.54/16.58 | (iTypes$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? % 116.54/16.58 | [v2: any] : ? [v3: O_m_unit_Category_ext$] : ? [v4: any] : ? [v5: % 116.54/16.58 | T_f_unit_Signature_ext$] : ? [v6: any] : ? [v7: T_set$] : ? % 116.54/16.58 | [v8: O_set$] : ? [v9: F_m_fun$] : (baseTypes$(v5) = v7 & obj$(v3) = % 116.54/16.58 | v8 & category$(v3) = v4 & iFunctions$(v0) = v9 & iCategory$(v0) = % 116.54/16.58 | v3 & signature$(v5) = v6 & iSignature$(v0) = v5 & % 116.54/16.58 | interpretation$(v0) = v2 & F_m_fun$(v9) & % 116.54/16.58 | O_m_unit_Category_ext$(v3) & T_set$(v7) & % 116.54/16.58 | T_f_unit_Signature_ext$(v5) & O_set$(v8) & ( ~ (v2 = 0) | (v6 = 0 % 116.54/16.58 | & v4 = 0 & ! [v10: F$] : ! [v11: T$] : ! [v12: T$] : ! % 116.54/16.58 | [v13: M$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: O$] : ! % 116.54/16.58 | [v16: O_bool_fun$] : ! [v17: O$] : ! [v18: int] : (v18 = 0 | % 116.54/16.58 | ~ (fun_app$ae(v9, v10) = v13) | ~ (fun_app$ad(v1, v12) = % 116.54/16.58 | v17) | ~ (fun_app$ad(v1, v11) = v15) | ~ (mapsTo$(v3, % 116.54/16.58 | v13) = v14) | ~ (fun_app$r(v14, v15) = v16) | ~ % 116.54/16.58 | (fun_app$f(v16, v17) = v18) | ~ T$(v12) | ~ T$(v11) | ~ % 116.54/16.58 | F$(v10) | ? [v19: T_t_bool_fun_fun$] : ? [v20: % 116.54/16.58 | T_bool_fun$] : ? [v21: int] : ( ~ (v21 = 0) & % 116.54/16.58 | funsignature_abbrev$(v10, v5) = v19 & fun_app$q(v19, v11) % 116.54/16.58 | = v20 & fun_app$e(v20, v12) = v21 & T_bool_fun$(v20) & % 116.54/16.58 | T_t_bool_fun_fun$(v19))) & ! [v10: F$] : ! [v11: T$] : % 116.54/16.58 | ! [v12: T$] : ! [v13: T_t_bool_fun_fun$] : ! [v14: % 116.54/16.58 | T_bool_fun$] : ( ~ (funsignature_abbrev$(v10, v5) = v13) | % 116.54/16.58 | ~ (fun_app$q(v13, v11) = v14) | ~ (fun_app$e(v14, v12) = 0) % 116.54/16.58 | | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v15: M$] : ? % 116.54/16.58 | [v16: O_o_bool_fun_fun$] : ? [v17: O$] : ? [v18: % 116.54/16.58 | O_bool_fun$] : ? [v19: O$] : (fun_app$ae(v9, v10) = v15 & % 116.54/16.58 | fun_app$ad(v1, v12) = v19 & fun_app$ad(v1, v11) = v17 & % 116.54/16.58 | mapsTo$(v3, v15) = v16 & fun_app$r(v16, v17) = v18 & % 116.54/16.58 | fun_app$f(v18, v19) = 0 & O_o_bool_fun_fun$(v16) & % 116.54/16.58 | O_bool_fun$(v18) & O$(v19) & O$(v17) & M$(v15))) & ! % 116.54/16.58 | [v10: T$] : ! [v11: O$] : ( ~ (fun_app$ad(v1, v10) = v11) | % 116.54/16.58 | ~ T$(v10) | ? [v12: any] : ? [v13: any] : (member$e(v11, % 116.54/16.58 | v8) = v13 & member$d(v10, v7) = v12 & ( ~ (v12 = 0) | % 116.54/16.58 | v13 = 0))) & ! [v10: T$] : ( ~ (member$d(v10, v7) = 0) % 116.54/16.58 | | ~ T$(v10) | ? [v11: O$] : (fun_app$ad(v1, v10) = v11 & % 116.54/16.58 | member$e(v11, v8) = 0 & O$(v11))))))) % 116.54/16.59 | (32) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.54/16.59 | O_m_unit_Category_ext$] : ( ~ (iCategory$(v0) = v1) | ~ % 116.54/16.59 | T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: any] : ? [v3: any] : % 116.54/16.59 | ? [v4: T_f_unit_Signature_ext$] : ? [v5: any] : ? [v6: T_set$] : % 116.54/16.59 | ? [v7: T_o_fun$] : ? [v8: O_set$] : ? [v9: F_m_fun$] : % 116.54/16.59 | (baseTypes$(v4) = v6 & obj$(v1) = v8 & category$(v1) = v3 & % 116.54/16.59 | iFunctions$(v0) = v9 & iTypes$(v0) = v7 & signature$(v4) = v5 & % 116.54/16.59 | iSignature$(v0) = v4 & interpretation$(v0) = v2 & F_m_fun$(v9) & % 116.54/16.59 | T_set$(v6) & T_f_unit_Signature_ext$(v4) & O_set$(v8) & % 116.54/16.59 | T_o_fun$(v7) & ( ~ (v2 = 0) | (v5 = 0 & v3 = 0 & ! [v10: F$] : ! % 116.54/16.59 | [v11: T$] : ! [v12: T$] : ! [v13: M$] : ! [v14: % 116.54/16.59 | O_o_bool_fun_fun$] : ! [v15: O$] : ! [v16: O_bool_fun$] : % 116.54/16.59 | ! [v17: O$] : ! [v18: int] : (v18 = 0 | ~ (fun_app$ae(v9, % 116.54/16.59 | v10) = v13) | ~ (fun_app$ad(v7, v12) = v17) | ~ % 116.54/16.59 | (fun_app$ad(v7, v11) = v15) | ~ (mapsTo$(v1, v13) = v14) | % 116.54/16.59 | ~ (fun_app$r(v14, v15) = v16) | ~ (fun_app$f(v16, v17) = % 116.54/16.59 | v18) | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v19: % 116.54/16.59 | T_t_bool_fun_fun$] : ? [v20: T_bool_fun$] : ? [v21: int] % 116.54/16.59 | : ( ~ (v21 = 0) & funsignature_abbrev$(v10, v4) = v19 & % 116.54/16.59 | fun_app$q(v19, v11) = v20 & fun_app$e(v20, v12) = v21 & % 116.54/16.59 | T_bool_fun$(v20) & T_t_bool_fun_fun$(v19))) & ! [v10: F$] % 116.54/16.59 | : ! [v11: T$] : ! [v12: T$] : ! [v13: T_t_bool_fun_fun$] : % 116.54/16.59 | ! [v14: T_bool_fun$] : ( ~ (funsignature_abbrev$(v10, v4) = % 116.54/16.59 | v13) | ~ (fun_app$q(v13, v11) = v14) | ~ (fun_app$e(v14, % 116.54/16.59 | v12) = 0) | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | ? % 116.54/16.59 | [v15: M$] : ? [v16: O_o_bool_fun_fun$] : ? [v17: O$] : ? % 116.54/16.59 | [v18: O_bool_fun$] : ? [v19: O$] : (fun_app$ae(v9, v10) = % 116.54/16.59 | v15 & fun_app$ad(v7, v12) = v19 & fun_app$ad(v7, v11) = % 116.54/16.59 | v17 & mapsTo$(v1, v15) = v16 & fun_app$r(v16, v17) = v18 & % 116.54/16.59 | fun_app$f(v18, v19) = 0 & O_o_bool_fun_fun$(v16) & % 116.54/16.59 | O_bool_fun$(v18) & O$(v19) & O$(v17) & M$(v15))) & ! % 116.54/16.59 | [v10: T$] : ! [v11: O$] : ( ~ (fun_app$ad(v7, v10) = v11) | % 116.54/16.59 | ~ T$(v10) | ? [v12: any] : ? [v13: any] : (member$e(v11, % 116.54/16.59 | v8) = v13 & member$d(v10, v6) = v12 & ( ~ (v12 = 0) | % 116.54/16.59 | v13 = 0))) & ! [v10: T$] : ( ~ (member$d(v10, v6) = 0) % 116.54/16.59 | | ~ T$(v10) | ? [v11: O$] : (fun_app$ad(v7, v10) = v11 & % 116.54/16.59 | member$e(v11, v8) = 0 & O$(v11))))))) % 116.54/16.59 | (33) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: F_m_fun$] : ( ~ % 116.54/16.59 | (iFunctions$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | % 116.54/16.59 | ? [v2: any] : ? [v3: O_m_unit_Category_ext$] : ? [v4: any] : ? % 116.54/16.59 | [v5: T_f_unit_Signature_ext$] : ? [v6: any] : ? [v7: T_set$] : ? % 116.54/16.59 | [v8: T_o_fun$] : ? [v9: O_set$] : (baseTypes$(v5) = v7 & obj$(v3) = % 116.54/16.59 | v9 & category$(v3) = v4 & iCategory$(v0) = v3 & iTypes$(v0) = v8 & % 116.54/16.59 | signature$(v5) = v6 & iSignature$(v0) = v5 & interpretation$(v0) = % 116.54/16.59 | v2 & O_m_unit_Category_ext$(v3) & T_set$(v7) & % 116.54/16.59 | T_f_unit_Signature_ext$(v5) & O_set$(v9) & T_o_fun$(v8) & ( ~ (v2 % 116.54/16.59 | = 0) | (v6 = 0 & v4 = 0 & ! [v10: F$] : ! [v11: T$] : ! % 116.54/16.59 | [v12: T$] : ! [v13: M$] : ! [v14: O_o_bool_fun_fun$] : ! % 116.54/16.59 | [v15: O$] : ! [v16: O_bool_fun$] : ! [v17: O$] : ! [v18: % 116.54/16.59 | int] : (v18 = 0 | ~ (fun_app$ae(v1, v10) = v13) | ~ % 116.54/16.59 | (fun_app$ad(v8, v12) = v17) | ~ (fun_app$ad(v8, v11) = v15) % 116.54/16.59 | | ~ (mapsTo$(v3, v13) = v14) | ~ (fun_app$r(v14, v15) = % 116.54/16.59 | v16) | ~ (fun_app$f(v16, v17) = v18) | ~ T$(v12) | ~ % 116.54/16.59 | T$(v11) | ~ F$(v10) | ? [v19: T_t_bool_fun_fun$] : ? % 116.54/16.59 | [v20: T_bool_fun$] : ? [v21: int] : ( ~ (v21 = 0) & % 116.54/16.59 | funsignature_abbrev$(v10, v5) = v19 & fun_app$q(v19, v11) % 116.54/16.59 | = v20 & fun_app$e(v20, v12) = v21 & T_bool_fun$(v20) & % 116.54/16.59 | T_t_bool_fun_fun$(v19))) & ! [v10: F$] : ! [v11: T$] : % 116.54/16.59 | ! [v12: T$] : ! [v13: T_t_bool_fun_fun$] : ! [v14: % 116.54/16.59 | T_bool_fun$] : ( ~ (funsignature_abbrev$(v10, v5) = v13) | % 116.54/16.59 | ~ (fun_app$q(v13, v11) = v14) | ~ (fun_app$e(v14, v12) = 0) % 116.54/16.59 | | ~ T$(v12) | ~ T$(v11) | ~ F$(v10) | ? [v15: M$] : ? % 116.54/16.59 | [v16: O_o_bool_fun_fun$] : ? [v17: O$] : ? [v18: % 116.54/16.59 | O_bool_fun$] : ? [v19: O$] : (fun_app$ae(v1, v10) = v15 & % 116.54/16.59 | fun_app$ad(v8, v12) = v19 & fun_app$ad(v8, v11) = v17 & % 116.54/16.59 | mapsTo$(v3, v15) = v16 & fun_app$r(v16, v17) = v18 & % 116.54/16.59 | fun_app$f(v18, v19) = 0 & O_o_bool_fun_fun$(v16) & % 116.54/16.59 | O_bool_fun$(v18) & O$(v19) & O$(v17) & M$(v15))) & ! % 116.54/16.59 | [v10: T$] : ! [v11: O$] : ( ~ (fun_app$ad(v8, v10) = v11) | % 116.54/16.59 | ~ T$(v10) | ? [v12: any] : ? [v13: any] : (member$e(v11, % 116.54/16.59 | v9) = v13 & member$d(v10, v7) = v12 & ( ~ (v12 = 0) | % 116.54/16.59 | v13 = 0))) & ! [v10: T$] : ( ~ (member$d(v10, v7) = 0) % 116.54/16.59 | | ~ T$(v10) | ? [v11: O$] : (fun_app$ad(v8, v10) = v11 & % 116.54/16.59 | member$e(v11, v9) = 0 & O$(v11))))))) % 116.54/16.59 | % 116.54/16.59 | ALPHA: (axiom129) implies: % 116.85/16.59 | (34) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.85/16.59 | T_f_unit_Signature_ext$] : ( ~ (iSignature$(v0) = v1) | ~ % 116.85/16.59 | T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 116.85/16.59 | O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: any] : ? [v5: % 116.85/16.59 | T_set$] : ? [v6: T_o_fun$] : ? [v7: O_set$] : ? [v8: F_m_fun$] % 116.85/16.59 | : ? [v9: any] : ? [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? % 116.85/16.59 | [v13: T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? [v15: int] : % 116.85/16.59 | ? [v16: M$] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: % 116.85/16.59 | O_bool_fun$] : ? [v20: O$] : ? [v21: int] : ? [v22: T$] : ? % 116.85/16.59 | [v23: int] : ? [v24: O$] : ? [v25: int] : (baseTypes$(v1) = v5 & % 116.85/16.59 | obj$(v2) = v7 & category$(v2) = v3 & iFunctions$(v0) = v8 & % 116.85/16.59 | iCategory$(v0) = v2 & iTypes$(v0) = v6 & signature$(v1) = v4 & % 116.85/16.59 | interpretation$(v0) = v9 & F_m_fun$(v8) & % 116.85/16.59 | O_m_unit_Category_ext$(v2) & T_set$(v5) & T$(v22) & T$(v12) & % 116.85/16.59 | T$(v11) & O_set$(v7) & F$(v10) & T_o_fun$(v6) & ( ~ (v4 = 0) | ~ % 116.85/16.59 | (v3 = 0) | v9 = 0 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v6, % 116.85/16.59 | v22) = v24 & member$e(v24, v7) = v25 & member$d(v22, v5) = 0 % 116.85/16.59 | & O$(v24)) | (v15 = 0 & ~ (v21 = 0) & fun_app$ae(v8, v10) = % 116.85/16.59 | v16 & fun_app$ad(v6, v12) = v20 & fun_app$ad(v6, v11) = v18 & % 116.85/16.59 | mapsTo$(v2, v16) = v17 & funsignature_abbrev$(v10, v1) = v13 & % 116.85/16.59 | fun_app$r(v17, v18) = v19 & fun_app$q(v13, v11) = v14 & % 116.85/16.59 | fun_app$f(v19, v20) = v21 & fun_app$e(v14, v12) = 0 & % 116.85/16.59 | T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & % 116.85/16.59 | T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & M$(v16))))) % 116.85/16.59 | (35) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T_o_fun$] : ( ~ % 116.85/16.59 | (iTypes$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? % 116.85/16.59 | [v2: O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: % 116.85/16.59 | T_f_unit_Signature_ext$] : ? [v5: any] : ? [v6: T_set$] : ? % 116.85/16.59 | [v7: O_set$] : ? [v8: F_m_fun$] : ? [v9: any] : ? [v10: F$] : ? % 116.85/16.59 | [v11: T$] : ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? [v14: % 116.85/16.59 | T_bool_fun$] : ? [v15: int] : ? [v16: M$] : ? [v17: % 116.85/16.59 | O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? % 116.85/16.59 | [v20: O$] : ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: % 116.85/16.59 | O$] : ? [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) = v7 & % 116.85/16.59 | category$(v2) = v3 & iFunctions$(v0) = v8 & iCategory$(v0) = v2 & % 116.85/16.59 | signature$(v4) = v5 & iSignature$(v0) = v4 & interpretation$(v0) = % 116.85/16.59 | v9 & F_m_fun$(v8) & O_m_unit_Category_ext$(v2) & T_set$(v6) & % 116.85/16.59 | T$(v22) & T$(v12) & T$(v11) & T_f_unit_Signature_ext$(v4) & % 116.85/16.59 | O_set$(v7) & F$(v10) & ( ~ (v5 = 0) | ~ (v3 = 0) | v9 = 0 | (v23 % 116.85/16.59 | = 0 & ~ (v25 = 0) & fun_app$ad(v1, v22) = v24 & member$e(v24, % 116.85/16.59 | v7) = v25 & member$d(v22, v6) = 0 & O$(v24)) | (v15 = 0 & ~ % 116.85/16.59 | (v21 = 0) & fun_app$ae(v8, v10) = v16 & fun_app$ad(v1, v12) = % 116.85/16.59 | v20 & fun_app$ad(v1, v11) = v18 & mapsTo$(v2, v16) = v17 & % 116.85/16.59 | funsignature_abbrev$(v10, v4) = v13 & fun_app$r(v17, v18) = % 116.85/16.59 | v19 & fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & % 116.85/16.59 | fun_app$e(v14, v12) = 0 & T_bool_fun$(v14) & % 116.85/16.59 | O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & % 116.85/16.59 | T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & M$(v16))))) % 116.85/16.60 | (36) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.85/16.60 | O_m_unit_Category_ext$] : ( ~ (iCategory$(v0) = v1) | ~ % 116.85/16.60 | T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: any] : ? [v3: % 116.85/16.60 | T_f_unit_Signature_ext$] : ? [v4: any] : ? [v5: T_set$] : ? % 116.85/16.60 | [v6: T_o_fun$] : ? [v7: O_set$] : ? [v8: F_m_fun$] : ? [v9: any] % 116.85/16.60 | : ? [v10: F$] : ? [v11: T$] : ? [v12: T$] : ? [v13: % 116.85/16.60 | T_t_bool_fun_fun$] : ? [v14: T_bool_fun$] : ? [v15: int] : ? % 116.85/16.60 | [v16: M$] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: % 116.85/16.60 | O_bool_fun$] : ? [v20: O$] : ? [v21: int] : ? [v22: T$] : ? % 116.85/16.60 | [v23: int] : ? [v24: O$] : ? [v25: int] : (baseTypes$(v3) = v5 & % 116.85/16.60 | obj$(v1) = v7 & category$(v1) = v2 & iFunctions$(v0) = v8 & % 116.85/16.60 | iTypes$(v0) = v6 & signature$(v3) = v4 & iSignature$(v0) = v3 & % 116.85/16.60 | interpretation$(v0) = v9 & F_m_fun$(v8) & T_set$(v5) & T$(v22) & % 116.85/16.60 | T$(v12) & T$(v11) & T_f_unit_Signature_ext$(v3) & O_set$(v7) & % 116.85/16.60 | F$(v10) & T_o_fun$(v6) & ( ~ (v4 = 0) | ~ (v2 = 0) | v9 = 0 | % 116.85/16.60 | (v23 = 0 & ~ (v25 = 0) & fun_app$ad(v6, v22) = v24 & % 116.85/16.60 | member$e(v24, v7) = v25 & member$d(v22, v5) = 0 & O$(v24)) | % 116.85/16.60 | (v15 = 0 & ~ (v21 = 0) & fun_app$ae(v8, v10) = v16 & % 116.85/16.60 | fun_app$ad(v6, v12) = v20 & fun_app$ad(v6, v11) = v18 & % 116.85/16.60 | mapsTo$(v1, v16) = v17 & funsignature_abbrev$(v10, v3) = v13 & % 116.85/16.60 | fun_app$r(v17, v18) = v19 & fun_app$q(v13, v11) = v14 & % 116.85/16.60 | fun_app$f(v19, v20) = v21 & fun_app$e(v14, v12) = 0 & % 116.85/16.60 | T_bool_fun$(v14) & O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & % 116.85/16.60 | T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & M$(v16))))) % 116.85/16.60 | (37) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: F_m_fun$] : ( ~ % 116.85/16.60 | (iFunctions$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | % 116.85/16.60 | ? [v2: O_m_unit_Category_ext$] : ? [v3: any] : ? [v4: % 116.85/16.60 | T_f_unit_Signature_ext$] : ? [v5: any] : ? [v6: T_set$] : ? % 116.85/16.60 | [v7: T_o_fun$] : ? [v8: O_set$] : ? [v9: any] : ? [v10: F$] : ? % 116.85/16.60 | [v11: T$] : ? [v12: T$] : ? [v13: T_t_bool_fun_fun$] : ? [v14: % 116.85/16.60 | T_bool_fun$] : ? [v15: int] : ? [v16: M$] : ? [v17: % 116.85/16.60 | O_o_bool_fun_fun$] : ? [v18: O$] : ? [v19: O_bool_fun$] : ? % 116.85/16.60 | [v20: O$] : ? [v21: int] : ? [v22: T$] : ? [v23: int] : ? [v24: % 116.85/16.60 | O$] : ? [v25: int] : (baseTypes$(v4) = v6 & obj$(v2) = v8 & % 116.85/16.60 | category$(v2) = v3 & iCategory$(v0) = v2 & iTypes$(v0) = v7 & % 116.85/16.60 | signature$(v4) = v5 & iSignature$(v0) = v4 & interpretation$(v0) = % 116.85/16.60 | v9 & O_m_unit_Category_ext$(v2) & T_set$(v6) & T$(v22) & T$(v12) & % 116.85/16.60 | T$(v11) & T_f_unit_Signature_ext$(v4) & O_set$(v8) & F$(v10) & % 116.85/16.60 | T_o_fun$(v7) & ( ~ (v5 = 0) | ~ (v3 = 0) | v9 = 0 | (v23 = 0 & ~ % 116.85/16.60 | (v25 = 0) & fun_app$ad(v7, v22) = v24 & member$e(v24, v8) = % 116.85/16.60 | v25 & member$d(v22, v6) = 0 & O$(v24)) | (v15 = 0 & ~ (v21 = % 116.85/16.60 | 0) & fun_app$ae(v1, v10) = v16 & fun_app$ad(v7, v12) = v20 & % 116.85/16.60 | fun_app$ad(v7, v11) = v18 & mapsTo$(v2, v16) = v17 & % 116.85/16.60 | funsignature_abbrev$(v10, v4) = v13 & fun_app$r(v17, v18) = % 116.85/16.60 | v19 & fun_app$q(v13, v11) = v14 & fun_app$f(v19, v20) = v21 & % 116.85/16.60 | fun_app$e(v14, v12) = 0 & T_bool_fun$(v14) & % 116.85/16.60 | O_o_bool_fun_fun$(v17) & O_bool_fun$(v19) & % 116.85/16.60 | T_t_bool_fun_fun$(v13) & O$(v20) & O$(v18) & M$(v16))))) % 116.85/16.60 | % 116.85/16.60 | ALPHA: (axiom135) implies: % 116.85/16.60 | (38) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T$] : ! [v2: % 116.85/16.60 | T_o_fun$] : ! [v3: O$] : ( ~ (iTypes$(v0) = v2) | ~ % 116.85/16.60 | (fun_app$ad(v2, v1) = v3) | ~ T_f_o_m_unit_Interpretation_ext$(v0) % 116.85/16.60 | | ~ T$(v1) | ? [v4: any] : ? [v5: T_f_unit_Signature_ext$] : ? % 116.85/16.60 | [v6: T_set$] : ? [v7: any] : ? [v8: O_m_unit_Category_ext$] : ? % 116.85/16.60 | [v9: O_set$] : ? [v10: any] : (baseTypes$(v5) = v6 & obj$(v8) = v9 % 116.85/16.60 | & iCategory$(v0) = v8 & iSignature$(v0) = v5 & interpretation$(v0) % 116.85/16.60 | = v4 & member$e(v3, v9) = v10 & member$d(v1, v6) = v7 & % 116.85/16.60 | O_m_unit_Category_ext$(v8) & T_set$(v6) & % 116.85/16.60 | T_f_unit_Signature_ext$(v5) & O_set$(v9) & ( ~ (v7 = 0) | ~ (v4 = % 116.85/16.60 | 0) | v10 = 0))) % 116.85/16.60 | % 116.85/16.60 | ALPHA: (axiom149) implies: % 116.85/16.60 | (39) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.85/16.60 | T_f_unit_Signature_ext$] : ( ~ (iSignature$(v0) = v1) | ~ % 116.85/16.60 | T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 116.85/16.60 | O_m_unit_Category_ext$] : ? [v3: T_o_fun$] : ? [v4: F_m_fun$] : % 116.85/16.60 | ? [v5: Unit$] : (interpretation_ext$(v1, v2, v3, v4, v5) = v0 & % 116.85/16.60 | more$(v0) = v5 & iFunctions$(v0) = v4 & iCategory$(v0) = v2 & % 116.85/16.60 | iTypes$(v0) = v3 & F_m_fun$(v4) & Unit$(v5) & % 116.85/16.60 | O_m_unit_Category_ext$(v2) & T_o_fun$(v3))) % 116.85/16.60 | (40) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: T_o_fun$] : ( ~ % 116.85/16.60 | (iTypes$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | ? % 116.85/16.60 | [v2: T_f_unit_Signature_ext$] : ? [v3: O_m_unit_Category_ext$] : ? % 116.85/16.60 | [v4: F_m_fun$] : ? [v5: Unit$] : (interpretation_ext$(v2, v3, v1, % 116.85/16.60 | v4, v5) = v0 & more$(v0) = v5 & iFunctions$(v0) = v4 & % 116.85/16.60 | iCategory$(v0) = v3 & iSignature$(v0) = v2 & F_m_fun$(v4) & % 116.85/16.60 | Unit$(v5) & O_m_unit_Category_ext$(v3) & % 116.85/16.60 | T_f_unit_Signature_ext$(v2))) % 116.85/16.60 | (41) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: % 116.85/16.60 | O_m_unit_Category_ext$] : ( ~ (iCategory$(v0) = v1) | ~ % 116.85/16.60 | T_f_o_m_unit_Interpretation_ext$(v0) | ? [v2: % 116.85/16.60 | T_f_unit_Signature_ext$] : ? [v3: T_o_fun$] : ? [v4: F_m_fun$] : % 116.85/16.60 | ? [v5: Unit$] : (interpretation_ext$(v2, v1, v3, v4, v5) = v0 & % 116.85/16.60 | more$(v0) = v5 & iFunctions$(v0) = v4 & iTypes$(v0) = v3 & % 116.85/16.60 | iSignature$(v0) = v2 & F_m_fun$(v4) & Unit$(v5) & % 116.85/16.60 | T_f_unit_Signature_ext$(v2) & T_o_fun$(v3))) % 116.85/16.60 | (42) ! [v0: T_f_o_m_unit_Interpretation_ext$] : ! [v1: F_m_fun$] : ( ~ % 116.85/16.60 | (iFunctions$(v0) = v1) | ~ T_f_o_m_unit_Interpretation_ext$(v0) | % 116.85/16.60 | ? [v2: T_f_unit_Signature_ext$] : ? [v3: O_m_unit_Category_ext$] : % 116.85/16.60 | ? [v4: T_o_fun$] : ? [v5: Unit$] : (interpretation_ext$(v2, v3, v4, % 116.85/16.60 | v1, v5) = v0 & more$(v0) = v5 & iCategory$(v0) = v3 & % 116.85/16.60 | iTypes$(v0) = v4 & iSignature$(v0) = v2 & Unit$(v5) & % 116.85/16.60 | O_m_unit_Category_ext$(v3) & T_f_unit_Signature_ext$(v2) & % 116.85/16.60 | T_o_fun$(v4))) % 116.85/16.60 | % 116.85/16.60 | ALPHA: (axiom227) implies: % 116.85/16.61 | (43) ! [v0: O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = % 116.85/16.61 | v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: % 116.85/16.61 | M_set$] : ? [v4: M_o_fun$] : ? [v5: M_o_fun$] : ? [v6: % 116.85/16.61 | O_m_fun$] : ? [v7: M_m_m_fun_fun$] : ? [v8: M_m_bool_fun_fun$] : % 116.85/16.61 | (category_axioms$(v0) = v2 & mor$(v0) = v3 & dom$(v0) = v4 & % 116.85/16.61 | cod$(v0) = v5 & id$(v0) = v6 & comp$(v0) = v7 & compDefined$(v0) = % 116.85/16.61 | v8 & M_set$(v3) & M_o_fun$(v5) & M_o_fun$(v4) & % 116.85/16.61 | M_m_bool_fun_fun$(v8) & O_m_fun$(v6) & M_m_m_fun_fun$(v7) & ( ~ % 116.85/16.61 | (v2 = 0) | ( ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : ! [v12: % 116.85/16.61 | M$] : ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: % 116.85/16.61 | O_bool_fun$] : ! [v16: M_m_fun$] : ! [v17: M$] : ! [v18: % 116.85/16.61 | O_o_bool_fun_fun$] : ! [v19: O_bool_fun$] : ! [v20: int] : % 116.85/16.61 | (v20 = 0 | ~ (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, v12) % 116.85/16.61 | = v14) | ~ (fun_app$v(v7, v9) = v16) | ~ (fun_app$u(v16, % 116.85/16.61 | v12) = v17) | ~ (fun_app$r(v18, v10) = v19) | ~ % 116.85/16.61 | (fun_app$r(v14, v11) = v15) | ~ (fun_app$f(v19, v13) = v20) % 116.85/16.61 | | ~ (fun_app$f(v15, v13) = 0) | ~ O$(v13) | ~ O$(v11) | % 116.85/16.61 | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? [v21: % 116.85/16.61 | O_o_bool_fun_fun$] : ? [v22: O_bool_fun$] : ? [v23: int] % 116.85/16.61 | : ( ~ (v23 = 0) & mapsTo$(v0, v9) = v21 & fun_app$r(v21, % 116.85/16.61 | v10) = v22 & fun_app$f(v22, v11) = v23 & % 116.85/16.61 | O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) & ! [v9: M$] % 116.85/16.61 | : ! [v10: O$] : ! [v11: O$] : ! [v12: M$] : ! [v13: O$] : % 116.85/16.61 | ! [v14: O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ! [v16: % 116.85/16.61 | M_m_fun$] : ! [v17: M$] : ! [v18: O_o_bool_fun_fun$] : ! % 116.85/16.61 | [v19: O_bool_fun$] : ! [v20: int] : (v20 = 0 | ~ % 116.85/16.61 | (mapsTo$(v0, v17) = v18) | ~ (mapsTo$(v0, v9) = v14) | ~ % 116.85/16.61 | (fun_app$v(v7, v9) = v16) | ~ (fun_app$u(v16, v12) = v17) | % 116.85/16.61 | ~ (fun_app$r(v18, v10) = v19) | ~ (fun_app$r(v14, v10) = % 116.85/16.61 | v15) | ~ (fun_app$f(v19, v13) = v20) | ~ (fun_app$f(v15, % 116.85/16.61 | v11) = 0) | ~ O$(v13) | ~ O$(v11) | ~ O$(v10) | ~ % 116.85/16.62 | M$(v12) | ~ M$(v9) | ? [v21: O_o_bool_fun_fun$] : ? [v22: % 116.85/16.62 | O_bool_fun$] : ? [v23: int] : ( ~ (v23 = 0) & mapsTo$(v0, % 116.85/16.62 | v12) = v21 & fun_app$r(v21, v11) = v22 & fun_app$f(v22, % 116.85/16.62 | v13) = v23 & O_o_bool_fun_fun$(v21) & O_bool_fun$(v22))) % 116.85/16.62 | & ! [v9: M$] : ! [v10: O$] : ! [v11: O$] : ! [v12: M$] : % 116.85/16.62 | ! [v13: O$] : ! [v14: O_o_bool_fun_fun$] : ! [v15: % 116.85/16.62 | O_bool_fun$] : ! [v16: O_o_bool_fun_fun$] : ! [v17: % 116.85/16.62 | O_bool_fun$] : ( ~ (mapsTo$(v0, v12) = v16) | ~ % 116.85/16.62 | (mapsTo$(v0, v9) = v14) | ~ (fun_app$r(v16, v11) = v17) | % 116.85/16.62 | ~ (fun_app$r(v14, v10) = v15) | ~ (fun_app$f(v17, v13) = 0) % 116.85/16.62 | | ~ (fun_app$f(v15, v11) = 0) | ~ O$(v13) | ~ O$(v11) | % 116.85/16.62 | ~ O$(v10) | ~ M$(v12) | ~ M$(v9) | ? [v18: M_m_fun$] : ? % 116.85/16.62 | [v19: M$] : ? [v20: O_o_bool_fun_fun$] : ? [v21: % 116.85/16.62 | O_bool_fun$] : (mapsTo$(v0, v19) = v20 & fun_app$v(v7, v9) % 116.85/16.62 | = v18 & fun_app$u(v18, v12) = v19 & fun_app$r(v20, v10) = % 116.85/16.62 | v21 & fun_app$f(v21, v13) = 0 & M_m_fun$(v18) & % 116.85/16.62 | O_o_bool_fun_fun$(v20) & O_bool_fun$(v21) & M$(v19))) & ! % 116.85/16.62 | [v9: M$] : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : % 116.85/16.62 | ! [v13: M$] : ! [v14: M_m_fun$] : ! [v15: M$] : ( ~ % 116.85/16.62 | (fun_app$v(v7, v13) = v14) | ~ (fun_app$v(v7, v9) = v12) | % 116.85/16.62 | ~ (fun_app$u(v14, v11) = v15) | ~ (fun_app$u(v12, v10) = % 116.85/16.62 | v13) | ~ M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: % 116.85/16.62 | M_bool_fun$] : ? [v17: any] : ? [v18: M_bool_fun$] : ? % 116.85/16.62 | [v19: any] : ? [v20: M_m_fun$] : ? [v21: M$] : ? [v22: % 116.85/16.62 | M$] : (fun_app$v(v7, v10) = v20 & fun_app$u(v20, v11) = % 116.85/16.62 | v21 & fun_app$u(v12, v21) = v22 & fun_app$s(v8, v10) = v18 % 116.85/16.62 | & fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 116.85/16.62 | fun_app$g(v16, v10) = v17 & M_m_fun$(v20) & % 116.85/16.62 | M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & M$(v21) & % 116.85/16.62 | ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: M$] % 116.85/16.62 | : ! [v10: M$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! [v13: % 116.85/16.62 | M_m_fun$] : ! [v14: M$] : ! [v15: M$] : ( ~ (fun_app$v(v7, % 116.85/16.62 | v10) = v13) | ~ (fun_app$v(v7, v9) = v12) | ~ % 116.85/16.62 | (fun_app$u(v13, v11) = v14) | ~ (fun_app$u(v12, v14) = v15) % 116.85/16.62 | | ~ M$(v11) | ~ M$(v10) | ~ M$(v9) | ? [v16: % 116.85/16.62 | M_bool_fun$] : ? [v17: any] : ? [v18: M_bool_fun$] : ? % 116.85/16.62 | [v19: any] : ? [v20: M$] : ? [v21: M_m_fun$] : ? [v22: % 116.85/16.62 | M$] : (fun_app$v(v7, v20) = v21 & fun_app$u(v21, v11) = % 116.85/16.62 | v22 & fun_app$u(v12, v10) = v20 & fun_app$s(v8, v10) = v18 % 116.85/16.62 | & fun_app$s(v8, v9) = v16 & fun_app$g(v18, v11) = v19 & % 116.85/16.62 | fun_app$g(v16, v10) = v17 & M_m_fun$(v21) & % 116.85/16.62 | M_bool_fun$(v18) & M_bool_fun$(v16) & M$(v22) & M$(v20) & % 116.85/16.62 | ( ~ (v19 = 0) | ~ (v17 = 0) | v22 = v15))) & ! [v9: M$] % 116.85/16.62 | : ! [v10: O$] : ( ~ (fun_app$al(v5, v9) = v10) | ~ M$(v9) | % 116.85/16.62 | ? [v11: any] : ? [v12: M_m_fun$] : ? [v13: M$] : ? [v14: % 116.85/16.62 | M$] : (fun_app$af(v6, v10) = v13 & fun_app$v(v7, v9) = v12 % 116.85/16.62 | & fun_app$u(v12, v13) = v14 & member$f(v9, v3) = v11 & % 116.85/16.62 | M_m_fun$(v12) & M$(v14) & M$(v13) & ( ~ (v11 = 0) | v14 = % 116.85/16.62 | v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ (fun_app$al(v5, % 116.85/16.62 | v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: any] : % 116.85/16.62 | (member$f(v9, v3) = v11 & member$e(v10, v1) = v12 & ( ~ (v11 % 116.85/16.62 | = 0) | v12 = 0))) & ! [v9: M$] : ! [v10: O$] : ( ~ % 116.85/16.62 | (fun_app$al(v4, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? % 116.85/16.62 | [v12: M$] : ? [v13: M_m_fun$] : ? [v14: M$] : % 116.85/16.62 | (fun_app$af(v6, v10) = v12 & fun_app$v(v7, v12) = v13 & % 116.85/16.62 | fun_app$u(v13, v9) = v14 & member$f(v9, v3) = v11 & % 116.85/16.62 | M_m_fun$(v13) & M$(v14) & M$(v12) & ( ~ (v11 = 0) | v14 = % 116.85/16.62 | v9))) & ! [v9: M$] : ! [v10: O$] : ( ~ (fun_app$al(v4, % 116.85/16.62 | v9) = v10) | ~ M$(v9) | ? [v11: any] : ? [v12: any] : % 116.85/16.62 | (member$f(v9, v3) = v11 & member$e(v10, v1) = v12 & ( ~ (v11 % 116.85/16.62 | = 0) | v12 = 0))) & ! [v9: O$] : ! [v10: M$] : ( ~ % 116.85/16.62 | (fun_app$af(v6, v9) = v10) | ~ O$(v9) | ? [v11: any] : ? % 116.85/16.62 | [v12: O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: % 116.85/16.62 | any] : (mapsTo$(v0, v10) = v12 & fun_app$r(v12, v9) = v13 % 116.85/16.62 | & member$e(v9, v1) = v11 & fun_app$f(v13, v9) = v14 & % 116.85/16.62 | O_o_bool_fun_fun$(v12) & O_bool_fun$(v13) & ( ~ (v11 = 0) % 116.85/16.62 | | v14 = 0))) & ! [v9: M$] : ! [v10: M_m_fun$] : ( ~ % 116.85/16.62 | (fun_app$v(v7, v9) = v10) | ~ M$(v9) | ? [v11: any] : ? % 116.85/16.62 | [v12: O$] : ? [v13: M$] : ? [v14: M$] : (fun_app$al(v5, % 116.85/16.62 | v9) = v12 & fun_app$af(v6, v12) = v13 & fun_app$u(v10, % 116.85/16.62 | v13) = v14 & member$f(v9, v3) = v11 & O$(v12) & M$(v14) % 116.85/16.62 | & M$(v13) & ( ~ (v11 = 0) | v14 = v9))) & ! [v9: M$] : ( % 116.85/16.62 | ~ (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: M_m_fun$] : % 116.85/16.62 | ? [v11: O$] : ? [v12: M$] : (fun_app$al(v5, v9) = v11 & % 116.85/16.62 | fun_app$af(v6, v11) = v12 & fun_app$v(v7, v9) = v10 & % 116.85/16.62 | fun_app$u(v10, v12) = v9 & M_m_fun$(v10) & O$(v11) & % 116.85/16.62 | M$(v12))) & ! [v9: M$] : ( ~ (member$f(v9, v3) = 0) | ~ % 116.85/16.62 | M$(v9) | ? [v10: O$] : ? [v11: M$] : ? [v12: M_m_fun$] : % 116.85/16.62 | (fun_app$al(v4, v9) = v10 & fun_app$af(v6, v10) = v11 & % 116.85/16.62 | fun_app$v(v7, v11) = v12 & fun_app$u(v12, v9) = v9 & % 116.85/16.62 | M_m_fun$(v12) & O$(v10) & M$(v11))) & ! [v9: M$] : ( ~ % 116.85/16.62 | (member$f(v9, v3) = 0) | ~ M$(v9) | ? [v10: O$] : % 116.85/16.62 | (fun_app$al(v5, v9) = v10 & member$e(v10, v1) = 0 & % 116.85/16.62 | O$(v10))) & ! [v9: M$] : ( ~ (member$f(v9, v3) = 0) | ~ % 116.85/16.62 | M$(v9) | ? [v10: O$] : (fun_app$al(v4, v9) = v10 & % 116.85/16.62 | member$e(v10, v1) = 0 & O$(v10))) & ! [v9: O$] : ( ~ % 116.85/16.62 | (member$e(v9, v1) = 0) | ~ O$(v9) | ? [v10: M$] : ? [v11: % 116.85/16.62 | O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : % 116.85/16.62 | (fun_app$af(v6, v9) = v10 & mapsTo$(v0, v10) = v11 & % 116.85/16.62 | fun_app$r(v11, v9) = v12 & fun_app$f(v12, v9) = 0 & % 116.85/16.62 | O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) & M$(v10))))))) % 116.85/16.62 | % 116.85/16.62 | ALPHA: (axiom228) implies: % 116.85/16.62 | (44) ! [v0: O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = % 116.85/16.62 | v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: % 116.85/16.62 | M_o_fun$] : ? [v4: M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: % 116.85/16.62 | M_m_m_fun_fun$] : ? [v7: M_m_bool_fun_fun$] : ? [v8: any] : ? % 116.85/16.62 | [v9: M$] : ? [v10: O$] : ? [v11: O$] : ? [v12: M$] : ? [v13: O$] % 116.85/16.62 | : ? [v14: O_o_bool_fun_fun$] : ? [v15: O_bool_fun$] : ? [v16: % 116.85/16.62 | int] : ? [v17: O_o_bool_fun_fun$] : ? [v18: O_bool_fun$] : ? % 116.85/16.62 | [v19: int] : ? [v20: M_m_fun$] : ? [v21: M$] : ? [v22: % 116.85/16.62 | O_o_bool_fun_fun$] : ? [v23: O_bool_fun$] : ? [v24: int] : ? % 116.85/16.62 | [v25: M$] : ? [v26: M$] : ? [v27: M$] : ? [v28: M_bool_fun$] : ? % 116.85/16.62 | [v29: int] : ? [v30: M_bool_fun$] : ? [v31: int] : ? [v32: % 116.85/16.62 | M_m_fun$] : ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: M$] : ? % 116.85/16.62 | [v36: M_m_fun$] : ? [v37: M$] : ? [v38: M$] : ? [v39: M$] : ? % 116.85/16.62 | [v40: int] : ? [v41: M_m_fun$] : ? [v42: O$] : ? [v43: M$] : ? % 116.85/16.62 | [v44: M$] : ? [v45: M$] : ? [v46: int] : ? [v47: O$] : ? [v48: % 116.85/16.62 | M$] : ? [v49: M_m_fun$] : ? [v50: M$] : ? [v51: O$] : ? [v52: % 116.85/16.62 | int] : ? [v53: M$] : ? [v54: O_o_bool_fun_fun$] : ? [v55: % 116.85/16.62 | O_bool_fun$] : ? [v56: int] : ? [v57: M$] : ? [v58: int] : ? % 116.85/16.62 | [v59: O$] : ? [v60: int] : ? [v61: M$] : ? [v62: int] : ? [v63: % 116.85/16.62 | O$] : ? [v64: int] : (category_axioms$(v0) = v8 & mor$(v0) = v2 & % 116.85/16.62 | dom$(v0) = v3 & cod$(v0) = v4 & id$(v0) = v5 & comp$(v0) = v6 & % 116.85/16.62 | compDefined$(v0) = v7 & M_set$(v2) & M_o_fun$(v4) & M_o_fun$(v3) & % 116.85/16.62 | M_m_bool_fun_fun$(v7) & O$(v51) & O$(v13) & O$(v11) & O$(v10) & % 116.85/16.62 | M$(v61) & M$(v57) & M$(v45) & M$(v39) & M$(v27) & M$(v26) & % 116.85/16.62 | M$(v25) & M$(v12) & M$(v9) & O_m_fun$(v5) & M_m_m_fun_fun$(v6) & % 116.85/16.62 | (v8 = 0 | (v62 = 0 & ~ (v64 = 0) & fun_app$al(v3, v61) = v63 & % 116.85/16.62 | member$f(v61, v2) = 0 & member$e(v63, v1) = v64 & O$(v63)) | % 116.85/16.62 | (v58 = 0 & ~ (v60 = 0) & fun_app$al(v4, v57) = v59 & % 116.85/16.62 | member$f(v57, v2) = 0 & member$e(v59, v1) = v60 & O$(v59)) | % 116.85/16.62 | (v52 = 0 & ~ (v56 = 0) & fun_app$af(v5, v51) = v53 & % 116.85/16.62 | mapsTo$(v0, v53) = v54 & fun_app$r(v54, v51) = v55 & % 116.85/16.62 | member$e(v51, v1) = 0 & fun_app$f(v55, v51) = v56 & % 116.85/16.62 | O_o_bool_fun_fun$(v54) & O_bool_fun$(v55) & M$(v53)) | (v46 = % 116.85/16.62 | 0 & ~ (v50 = v45) & fun_app$al(v3, v45) = v47 & % 116.85/16.62 | fun_app$af(v5, v47) = v48 & fun_app$v(v6, v48) = v49 & % 116.85/16.62 | fun_app$u(v49, v45) = v50 & member$f(v45, v2) = 0 & % 116.85/16.62 | M_m_fun$(v49) & O$(v47) & M$(v50) & M$(v48)) | (v40 = 0 & ~ % 116.85/16.62 | (v44 = v39) & fun_app$al(v4, v39) = v42 & fun_app$af(v5, v42) % 116.85/16.62 | = v43 & fun_app$v(v6, v39) = v41 & fun_app$u(v41, v43) = v44 & % 116.85/16.62 | member$f(v39, v2) = 0 & M_m_fun$(v41) & O$(v42) & M$(v44) & % 116.85/16.62 | M$(v43)) | (v31 = 0 & v29 = 0 & ~ (v38 = v35) & fun_app$v(v6, % 116.85/16.62 | v33) = v34 & fun_app$v(v6, v26) = v36 & fun_app$v(v6, v25) = % 116.85/16.62 | v32 & fun_app$u(v36, v27) = v37 & fun_app$u(v34, v27) = v35 & % 116.85/16.62 | fun_app$u(v32, v37) = v38 & fun_app$u(v32, v26) = v33 & % 116.85/16.62 | fun_app$s(v7, v26) = v30 & fun_app$s(v7, v25) = v28 & % 116.85/16.62 | fun_app$g(v30, v27) = 0 & fun_app$g(v28, v26) = 0 & % 116.85/16.62 | M_m_fun$(v36) & M_m_fun$(v34) & M_m_fun$(v32) & % 116.85/16.62 | M_bool_fun$(v30) & M_bool_fun$(v28) & M$(v38) & M$(v37) & % 116.85/16.62 | M$(v35) & M$(v33)) | (v19 = 0 & v16 = 0 & ~ (v24 = 0) & % 116.85/16.62 | mapsTo$(v0, v21) = v22 & mapsTo$(v0, v12) = v17 & mapsTo$(v0, % 116.85/16.62 | v9) = v14 & fun_app$v(v6, v9) = v20 & fun_app$u(v20, v12) = % 116.85/16.62 | v21 & fun_app$r(v22, v10) = v23 & fun_app$r(v17, v11) = v18 & % 116.85/16.62 | fun_app$r(v14, v10) = v15 & fun_app$f(v23, v13) = v24 & % 116.85/16.62 | fun_app$f(v18, v13) = 0 & fun_app$f(v15, v11) = 0 & % 116.85/16.62 | M_m_fun$(v20) & O_o_bool_fun_fun$(v22) & % 116.85/16.62 | O_o_bool_fun_fun$(v17) & O_o_bool_fun_fun$(v14) & % 116.85/16.62 | O_bool_fun$(v23) & O_bool_fun$(v18) & O_bool_fun$(v15) & % 116.85/16.62 | M$(v21))))) % 116.85/16.62 | % 116.85/16.62 | ALPHA: (axiom231) implies: % 116.85/16.62 | (45) ! [v0: O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = % 116.85/16.62 | v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: M_set$] : ? [v3: % 116.85/16.62 | M_o_fun$] : ? [v4: M_o_fun$] : ? [v5: O_m_fun$] : ? [v6: % 116.85/16.62 | M_m_m_fun_fun$] : ? [v7: Unit$] : (category_ext$(v1, v2, v3, v4, % 116.85/16.62 | v5, v6, v7) = v0 & more$a(v0) = v7 & mor$(v0) = v2 & dom$(v0) = % 116.85/16.62 | v3 & cod$(v0) = v4 & id$(v0) = v5 & comp$(v0) = v6 & Unit$(v7) & % 116.85/16.62 | M_set$(v2) & M_o_fun$(v4) & M_o_fun$(v3) & O_m_fun$(v5) & % 116.85/16.62 | M_m_m_fun_fun$(v6))) % 116.85/16.62 | % 116.85/16.62 | ALPHA: (axiom298) implies: % 116.85/16.62 | (46) ! [v0: O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = % 116.85/16.62 | v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: any] : ? [v3: % 116.85/16.62 | M_o_fun$] : ? [v4: M_set$] : ? [v5: M_o_fun_set$] : ? [v6: any] % 116.85/16.62 | : ? [v7: M_o_fun$] : ? [v8: any] : ? [v9: O_m_fun$] : ? [v10: % 116.85/16.62 | O_m_fun_set$] : ? [v11: any] : ? [v12: M_m_m_fun_fun$] : ? % 116.85/16.62 | [v13: M_m_prod_m_fun$] : ? [v14: M_m_prod_bool_fun$] : ? [v15: % 116.85/16.62 | M_m_prod_set$] : ? [v16: M_m_prod_m_fun_set$] : ? [v17: any] : % 116.85/16.62 | (extensional$b(v15) = v16 & extensional$a(v1) = v10 & % 116.85/16.62 | extensional$(v4) = v5 & extCategory$(v0) = v2 & mor$(v0) = v4 & % 116.85/16.62 | dom$(v0) = v3 & cod$(v0) = v7 & id$(v0) = v9 & comp$(v0) = v12 & % 116.85/16.62 | case_prod$(v12) = v13 & collect$(v14) = v15 & uul$(v0) = v14 & % 116.85/16.62 | member$c(v7, v5) = v8 & member$c(v3, v5) = v6 & member$b(v9, v10) % 116.85/16.62 | = v11 & member$a(v13, v16) = v17 & M_m_prod_set$(v15) & % 116.85/16.62 | M_o_fun_set$(v5) & O_m_fun_set$(v10) & M_m_prod_bool_fun$(v14) & % 116.85/16.62 | M_set$(v4) & M_o_fun$(v7) & M_o_fun$(v3) & % 116.85/16.62 | M_m_prod_m_fun_set$(v16) & O_m_fun$(v9) & M_m_prod_m_fun$(v13) & % 116.85/16.62 | M_m_m_fun_fun$(v12) & ( ~ (v2 = 0) | (v17 = 0 & v11 = 0 & v8 = 0 & % 116.85/16.62 | v6 = 0)))) % 116.85/16.62 | % 116.85/16.62 | ALPHA: (axiom299) implies: % 116.85/16.63 | (47) ! [v0: O_m_unit_Category_ext$] : ! [v1: O_set$] : ( ~ (obj$(v0) = % 116.85/16.63 | v1) | ~ O_m_unit_Category_ext$(v0) | ? [v2: M_o_fun$] : ? [v3: % 116.85/16.63 | M_set$] : ? [v4: M_o_fun_set$] : ? [v5: any] : ? [v6: M_o_fun$] % 116.85/16.63 | : ? [v7: any] : ? [v8: O_m_fun$] : ? [v9: O_m_fun_set$] : ? % 116.85/16.63 | [v10: any] : ? [v11: M_m_m_fun_fun$] : ? [v12: M_m_prod_m_fun$] : % 116.85/16.63 | ? [v13: M_m_prod_bool_fun$] : ? [v14: M_m_prod_set$] : ? [v15: % 116.85/16.63 | M_m_prod_m_fun_set$] : ? [v16: any] : ? [v17: any] : % 116.85/16.63 | (extensional$b(v14) = v15 & extensional$a(v1) = v9 & % 116.85/16.63 | extensional$(v3) = v4 & extCategory$(v0) = v17 & mor$(v0) = v3 & % 116.85/16.63 | dom$(v0) = v2 & cod$(v0) = v6 & id$(v0) = v8 & comp$(v0) = v11 & % 116.85/16.63 | case_prod$(v11) = v12 & collect$(v13) = v14 & uul$(v0) = v13 & % 116.85/16.63 | member$c(v6, v4) = v7 & member$c(v2, v4) = v5 & member$b(v8, v9) = % 116.85/16.63 | v10 & member$a(v12, v15) = v16 & M_m_prod_set$(v14) & % 116.85/16.63 | M_o_fun_set$(v4) & O_m_fun_set$(v9) & M_m_prod_bool_fun$(v13) & % 116.85/16.63 | M_set$(v3) & M_o_fun$(v6) & M_o_fun$(v2) & % 116.85/16.63 | M_m_prod_m_fun_set$(v15) & O_m_fun$(v8) & M_m_prod_m_fun$(v12) & % 116.85/16.63 | M_m_m_fun_fun$(v11) & ( ~ (v16 = 0) | ~ (v10 = 0) | ~ (v7 = 0) | % 116.85/16.63 | ~ (v5 = 0) | v17 = 0))) % 116.85/16.63 | % 116.85/16.63 | ALPHA: (conjecture24) implies: % 116.85/16.63 | (48) F$(f$) % 116.85/16.63 | (49) T_f_Expression$(ea$) % 116.85/16.63 | (50) T$(a$) % 116.85/16.63 | (51) T$(b$) % 116.85/16.63 | (52) T_f_o_m_unit_Interpretation_ext$(i$) % 116.85/16.63 | (53) ? [v0: T_f_Expression_t_t_f_Language_fun_fun$] : ? [v1: % 116.85/16.63 | T_f_Expression_t_f_Expression_fun$] : ? [v2: T_f_Expression$] : ? % 116.85/16.63 | [v3: T_t_f_Language_fun$] : ? [v4: T_f_Language$] : % 116.85/16.63 | (fun_app$ab(exprApp$, f$) = v1 & fun_app$aa(v1, ea$) = v2 & % 116.85/16.63 | fun_app$z(term$, a$) = v0 & fun_app$y(v0, v2) = v3 & fun_app$x(v3, % 116.85/16.63 | b$) = v4 & T_f_Expression_t_f_Expression_fun$(v1) & % 116.85/16.63 | T_f_Language$(v4) & T_f_Expression$(v2) & % 116.85/16.63 | T_f_Expression_t_t_f_Language_fun_fun$(v0) & T_t_f_Language_fun$(v3) % 116.85/16.63 | & ! [v5: O_m_IType$] : ( ~ (interp$(i$, v4, v5) = 0) | ~ % 116.85/16.63 | O_m_IType$(v5))) % 116.85/16.63 | % 116.85/16.63 | ALPHA: (function-axioms) implies: % 116.85/16.63 | (54) ! [v0: M_m_m_fun_fun$] : ! [v1: M_m_m_fun_fun$] : ! [v2: % 116.85/16.63 | O_m_unit_Category_ext$] : (v1 = v0 | ~ (comp$(v2) = v1) | ~ % 116.85/16.63 | (comp$(v2) = v0)) % 116.85/16.63 | (55) ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.85/16.63 | T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ % 116.85/16.63 | (interpretation$(v2) = v1) | ~ (interpretation$(v2) = v0)) % 116.85/16.63 | (56) ! [v0: T_f_unit_Signature_ext$] : ! [v1: T_f_unit_Signature_ext$] : % 116.85/16.63 | ! [v2: T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ % 116.85/16.63 | (iSignature$(v2) = v1) | ~ (iSignature$(v2) = v0)) % 116.85/16.63 | (57) ! [v0: T_o_fun$] : ! [v1: T_o_fun$] : ! [v2: % 116.85/16.63 | T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iTypes$(v2) = v1) % 116.85/16.63 | | ~ (iTypes$(v2) = v0)) % 116.85/16.63 | (58) ! [v0: O_m_unit_Category_ext$] : ! [v1: O_m_unit_Category_ext$] : ! % 116.85/16.63 | [v2: T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iCategory$(v2) % 116.85/16.63 | = v1) | ~ (iCategory$(v2) = v0)) % 116.85/16.63 | (59) ! [v0: F_m_fun$] : ! [v1: F_m_fun$] : ! [v2: % 116.85/16.63 | T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (iFunctions$(v2) = % 116.85/16.63 | v1) | ~ (iFunctions$(v2) = v0)) % 116.85/16.63 | (60) ! [v0: M$] : ! [v1: M$] : ! [v2: M$] : ! [v3: M_m_fun$] : (v1 = v0 % 116.85/16.63 | | ~ (fun_app$u(v3, v2) = v1) | ~ (fun_app$u(v3, v2) = v0)) % 116.85/16.63 | (61) ! [v0: M_m_fun$] : ! [v1: M_m_fun$] : ! [v2: M$] : ! [v3: % 116.85/16.63 | M_m_m_fun_fun$] : (v1 = v0 | ~ (fun_app$v(v3, v2) = v1) | ~ % 116.85/16.63 | (fun_app$v(v3, v2) = v0)) % 116.85/16.63 | (62) ! [v0: O_m_IType$] : ! [v1: O_m_IType$] : ! [v2: M$] : ! [v3: % 116.85/16.63 | M_o_m_IType_fun$] : (v1 = v0 | ~ (fun_app$ac(v3, v2) = v1) | ~ % 116.85/16.63 | (fun_app$ac(v3, v2) = v0)) % 116.85/16.63 | (63) ! [v0: T_f_Language$] : ! [v1: T_f_Language$] : ! [v2: T$] : ! % 116.85/16.63 | [v3: T_t_f_Language_fun$] : (v1 = v0 | ~ (fun_app$x(v3, v2) = v1) | % 116.85/16.63 | ~ (fun_app$x(v3, v2) = v0)) % 116.85/16.63 | (64) ! [v0: T_t_f_Language_fun$] : ! [v1: T_t_f_Language_fun$] : ! [v2: % 116.85/16.63 | T_f_Expression$] : ! [v3: T_f_Expression_t_t_f_Language_fun_fun$] : % 116.85/16.63 | (v1 = v0 | ~ (fun_app$y(v3, v2) = v1) | ~ (fun_app$y(v3, v2) = v0)) % 116.85/16.63 | (65) ! [v0: T_f_Expression_t_t_f_Language_fun_fun$] : ! [v1: % 116.85/16.63 | T_f_Expression_t_t_f_Language_fun_fun$] : ! [v2: T$] : ! [v3: % 116.85/16.63 | T_t_f_Expression_t_t_f_Language_fun_fun_fun$] : (v1 = v0 | ~ % 116.85/16.63 | (fun_app$z(v3, v2) = v1) | ~ (fun_app$z(v3, v2) = v0)) % 116.85/16.63 | (66) ! [v0: T_f_Expression$] : ! [v1: T_f_Expression$] : ! [v2: % 116.85/16.63 | T_f_Expression$] : ! [v3: T_f_Expression_t_f_Expression_fun$] : (v1 % 116.85/16.63 | = v0 | ~ (fun_app$aa(v3, v2) = v1) | ~ (fun_app$aa(v3, v2) = v0)) % 116.85/16.63 | (67) ! [v0: T_f_Expression_t_f_Expression_fun$] : ! [v1: % 116.85/16.63 | T_f_Expression_t_f_Expression_fun$] : ! [v2: F$] : ! [v3: % 116.85/16.63 | F_t_f_Expression_t_f_Expression_fun_fun$] : (v1 = v0 | ~ % 116.85/16.63 | (fun_app$ab(v3, v2) = v1) | ~ (fun_app$ab(v3, v2) = v0)) % 116.85/16.63 | (68) ! [v0: T_t_bool_fun_fun$] : ! [v1: T_t_bool_fun_fun$] : ! [v2: % 116.85/16.63 | T_f_unit_Signature_ext$] : ! [v3: F$] : (v1 = v0 | ~ % 116.85/16.63 | (funsignature_abbrev$(v3, v2) = v1) | ~ (funsignature_abbrev$(v3, % 116.85/16.63 | v2) = v0)) % 116.85/16.63 | (69) ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.85/16.63 | T_f_Language$] : ! [v3: T_f_unit_Signature_ext$] : (v1 = v0 | ~ % 116.85/16.63 | (wellDefined$(v3, v2) = v1) | ~ (wellDefined$(v3, v2) = v0)) % 116.85/16.63 | (70) ! [v0: M$] : ! [v1: M$] : ! [v2: F$] : ! [v3: F_m_fun$] : (v1 = v0 % 116.85/16.63 | | ~ (fun_app$ae(v3, v2) = v1) | ~ (fun_app$ae(v3, v2) = v0)) % 116.85/16.63 | (71) ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: % 116.85/16.63 | O_m_IType$] : ! [v3: T_f_Language$] : ! [v4: % 116.85/16.63 | T_f_o_m_unit_Interpretation_ext$] : (v1 = v0 | ~ (interp$(v4, v3, % 116.85/16.63 | v2) = v1) | ~ (interp$(v4, v3, v2) = v0)) % 116.85/16.63 | % 116.85/16.64 | DELTA: instantiating (1) with fresh symbol all_833_0 gives: % 116.85/16.64 | (72) fun_app$ac(iMor$, all_833_0) = i$a & M$(all_833_0) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (72) implies: % 116.85/16.64 | (73) M$(all_833_0) % 116.85/16.64 | (74) fun_app$ac(iMor$, all_833_0) = i$a % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (12) with fresh symbol all_835_0 gives: % 116.85/16.64 | (75) signature$(all_835_0) = 0 & iSignature$(i$) = all_835_0 & % 116.85/16.64 | T_f_unit_Signature_ext$(all_835_0) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (75) implies: % 116.85/16.64 | (76) iSignature$(i$) = all_835_0 % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (26) with fresh symbol all_837_0 gives: % 116.85/16.64 | (77) category$(all_837_0) = 0 & iCategory$(i$) = all_837_0 & % 116.85/16.64 | O_m_unit_Category_ext$(all_837_0) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (77) implies: % 116.85/16.64 | (78) iCategory$(i$) = all_837_0 % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (7) with fresh symbol all_854_0 gives: % 116.85/16.64 | (79) iSignature$(i$) = all_854_0 & T_f_unit_Signature_ext$(all_854_0) & ! % 116.85/16.64 | [v0: T_f_Language$] : ! [v1: O_m_IType$] : ( ~ (interp$(i$, v0, v1) = % 116.85/16.64 | 0) | ~ T_f_Language$(v0) | ~ O_m_IType$(v1) | % 116.85/16.64 | wellDefined$(all_854_0, v0) = 0) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (79) implies: % 116.85/16.64 | (80) T_f_unit_Signature_ext$(all_854_0) % 116.85/16.64 | (81) iSignature$(i$) = all_854_0 % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (3) with fresh symbols all_858_0, all_858_1, all_858_2 % 116.85/16.64 | gives: % 116.85/16.64 | (82) fun_app$z(term$, a$) = all_858_2 & fun_app$y(all_858_2, ea$) = % 116.85/16.64 | all_858_1 & fun_app$x(all_858_1, b$a) = all_858_0 & interp$(i$, % 116.85/16.64 | all_858_0, i$a) = 0 & T_f_Language$(all_858_0) & % 116.85/16.64 | T_f_Expression_t_t_f_Language_fun_fun$(all_858_2) & % 116.85/16.64 | T_t_f_Language_fun$(all_858_1) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (82) implies: % 116.85/16.64 | (83) interp$(i$, all_858_0, i$a) = 0 % 116.85/16.64 | (84) fun_app$x(all_858_1, b$a) = all_858_0 % 116.85/16.64 | (85) fun_app$y(all_858_2, ea$) = all_858_1 % 116.85/16.64 | (86) fun_app$z(term$, a$) = all_858_2 % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (5) with fresh symbols all_862_0, all_862_1, all_862_2, % 116.85/16.64 | all_862_3 gives: % 116.85/16.64 | (87) fun_app$z(term$, a$) = all_862_3 & fun_app$y(all_862_3, ea$) = % 116.85/16.64 | all_862_2 & fun_app$x(all_862_2, b$a) = all_862_1 & interp$(i$, % 116.85/16.64 | all_862_1, all_862_0) = 0 & T_f_Language$(all_862_1) & % 116.85/16.64 | O_m_IType$(all_862_0) & % 116.85/16.64 | T_f_Expression_t_t_f_Language_fun_fun$(all_862_3) & % 116.85/16.64 | T_t_f_Language_fun$(all_862_2) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (87) implies: % 116.85/16.64 | (88) O_m_IType$(all_862_0) % 116.85/16.64 | (89) interp$(i$, all_862_1, all_862_0) = 0 % 116.85/16.64 | (90) fun_app$x(all_862_2, b$a) = all_862_1 % 116.85/16.64 | (91) fun_app$y(all_862_3, ea$) = all_862_2 % 116.85/16.64 | (92) fun_app$z(term$, a$) = all_862_3 % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (8) with fresh symbol all_866_0 gives: % 116.85/16.64 | (93) iSignature$(i$) = all_866_0 & T_f_unit_Signature_ext$(all_866_0) & ! % 116.85/16.64 | [v0: T$] : ! [v1: T_f_Expression$] : ! [v2: T$] : ! [v3: % 116.85/16.64 | O_m_IType$] : ! [v4: T_f_Expression_t_t_f_Language_fun_fun$] : ! % 116.85/16.64 | [v5: T_t_f_Language_fun$] : ! [v6: T_f_Language$] : ( ~ % 116.85/16.64 | (fun_app$z(term$, v0) = v4) | ~ (fun_app$y(v4, v1) = v5) | ~ % 116.85/16.64 | (fun_app$x(v5, v2) = v6) | ~ (interp$(i$, v6, v3) = 0) | ~ T$(v2) % 116.85/16.64 | | ~ T$(v0) | ~ O_m_IType$(v3) | ~ T_f_Expression$(v1) | % 116.85/16.64 | wellDefined$(all_866_0, v6) = 0) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (93) implies: % 116.85/16.64 | (94) iSignature$(i$) = all_866_0 % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (53) with fresh symbols all_869_0, all_869_1, all_869_2, % 116.85/16.64 | all_869_3, all_869_4 gives: % 116.85/16.64 | (95) fun_app$ab(exprApp$, f$) = all_869_3 & fun_app$aa(all_869_3, ea$) = % 116.85/16.64 | all_869_2 & fun_app$z(term$, a$) = all_869_4 & fun_app$y(all_869_4, % 116.85/16.64 | all_869_2) = all_869_1 & fun_app$x(all_869_1, b$) = all_869_0 & % 116.85/16.64 | T_f_Expression_t_f_Expression_fun$(all_869_3) & % 116.85/16.64 | T_f_Language$(all_869_0) & T_f_Expression$(all_869_2) & % 116.85/16.64 | T_f_Expression_t_t_f_Language_fun_fun$(all_869_4) & % 116.85/16.64 | T_t_f_Language_fun$(all_869_1) & ! [v0: O_m_IType$] : ( ~ % 116.85/16.64 | (interp$(i$, all_869_0, v0) = 0) | ~ O_m_IType$(v0)) % 116.85/16.64 | % 116.85/16.64 | ALPHA: (95) implies: % 116.85/16.64 | (96) fun_app$x(all_869_1, b$) = all_869_0 % 116.85/16.64 | (97) fun_app$y(all_869_4, all_869_2) = all_869_1 % 116.85/16.64 | (98) fun_app$z(term$, a$) = all_869_4 % 116.85/16.64 | (99) fun_app$aa(all_869_3, ea$) = all_869_2 % 116.85/16.64 | (100) fun_app$ab(exprApp$, f$) = all_869_3 % 116.85/16.64 | (101) ! [v0: O_m_IType$] : ( ~ (interp$(i$, all_869_0, v0) = 0) | ~ % 116.85/16.64 | O_m_IType$(v0)) % 116.85/16.64 | % 116.85/16.64 | DELTA: instantiating (11) with fresh symbols all_872_0, all_872_1, all_872_2 % 116.85/16.64 | gives: % 116.85/16.65 | (102) iSignature$(i$) = all_872_2 & fun_app$z(term$, a$) = all_872_1 & % 116.85/16.65 | fun_app$y(all_872_1, exprVar$) = all_872_0 & % 116.85/16.65 | T_f_unit_Signature_ext$(all_872_2) & % 116.85/16.65 | T_f_Expression_t_t_f_Language_fun_fun$(all_872_1) & % 116.85/16.65 | T_t_f_Language_fun$(all_872_0) & ! [v0: T$] : ! [v1: T_f_Language$] % 116.85/16.65 | : ( ~ (fun_app$x(all_872_0, v0) = v1) | ~ T$(v0) | ? [v2: int] : ? % 116.85/16.65 | [v3: O_m_IType$] : ? [v4: int] : (O_m_IType$(v3) & ((v4 = 0 & % 116.85/16.65 | interp$(i$, v1, v3) = 0) | ( ~ (v2 = 0) & % 116.85/16.65 | wellDefined$(all_872_2, v1) = v2)))) % 116.85/16.65 | % 116.85/16.65 | ALPHA: (102) implies: % 116.85/16.65 | (103) fun_app$z(term$, a$) = all_872_1 % 116.85/16.65 | (104) iSignature$(i$) = all_872_2 % 116.85/16.65 | % 116.85/16.65 | DELTA: instantiating (9) with fresh symbols all_875_0, all_875_1, all_875_2 % 116.85/16.65 | gives: % 116.85/16.65 | (105) iSignature$(i$) = all_875_2 & fun_app$z(term$, a$) = all_875_1 & % 116.85/16.65 | fun_app$y(all_875_1, ea$) = all_875_0 & % 116.85/16.65 | T_f_unit_Signature_ext$(all_875_2) & % 116.85/16.65 | T_f_Expression_t_t_f_Language_fun_fun$(all_875_1) & % 116.85/16.65 | T_t_f_Language_fun$(all_875_0) & ! [v0: T$] : ! [v1: T_f_Language$] % 116.85/16.65 | : ( ~ (fun_app$x(all_875_0, v0) = v1) | ~ T$(v0) | ? [v2: int] : ? % 116.85/16.65 | [v3: O_m_IType$] : ? [v4: int] : (O_m_IType$(v3) & ((v4 = 0 & % 116.85/16.65 | interp$(i$, v1, v3) = 0) | ( ~ (v2 = 0) & % 116.85/16.65 | wellDefined$(all_875_2, v1) = v2)))) % 116.85/16.65 | % 116.85/16.65 | ALPHA: (105) implies: % 116.85/16.65 | (106) fun_app$y(all_875_1, ea$) = all_875_0 % 116.85/16.65 | (107) fun_app$z(term$, a$) = all_875_1 % 116.85/16.65 | (108) iSignature$(i$) = all_875_2 % 116.85/16.65 | % 116.85/16.65 | DELTA: instantiating (6) with fresh symbols all_878_0, all_878_1, all_878_2, % 116.85/16.65 | all_878_3, all_878_4, all_878_5 gives: % 116.85/16.65 | (109) iSignature$(i$) = all_878_5 & wellDefined$(all_878_5, all_878_0) = 0 % 116.85/16.65 | & fun_app$ab(exprApp$, f$) = all_878_3 & fun_app$aa(all_878_3, ea$) = % 116.85/16.65 | all_878_2 & fun_app$z(term$, a$) = all_878_4 & fun_app$y(all_878_4, % 116.85/16.65 | all_878_2) = all_878_1 & fun_app$x(all_878_1, b$) = all_878_0 & % 116.85/16.65 | T_f_Expression_t_f_Expression_fun$(all_878_3) & % 116.85/16.65 | T_f_Language$(all_878_0) & T_f_unit_Signature_ext$(all_878_5) & % 116.85/16.65 | T_f_Expression$(all_878_2) & % 116.85/16.65 | T_f_Expression_t_t_f_Language_fun_fun$(all_878_4) & % 116.85/16.65 | T_t_f_Language_fun$(all_878_1) % 116.85/16.65 | % 116.85/16.65 | ALPHA: (109) implies: % 116.85/16.65 | (110) fun_app$x(all_878_1, b$) = all_878_0 % 116.85/16.65 | (111) fun_app$y(all_878_4, all_878_2) = all_878_1 % 116.85/16.65 | (112) fun_app$z(term$, a$) = all_878_4 % 116.85/16.65 | (113) fun_app$aa(all_878_3, ea$) = all_878_2 % 116.85/16.65 | (114) fun_app$ab(exprApp$, f$) = all_878_3 % 116.85/16.65 | (115) wellDefined$(all_878_5, all_878_0) = 0 % 116.85/16.65 | (116) iSignature$(i$) = all_878_5 % 116.85/16.65 | % 116.85/16.65 | DELTA: instantiating (4) with fresh symbols all_880_0, all_880_1, all_880_2, % 116.85/16.65 | all_880_3, all_880_4, all_880_5 gives: % 116.85/16.65 | (117) iSignature$(i$) = all_880_5 & wellDefined$(all_880_5, all_880_2) = 0 % 116.85/16.65 | & funsignature_abbrev$(f$, all_880_5) = all_880_1 & fun_app$z(term$, % 116.85/16.65 | a$) = all_880_4 & fun_app$y(all_880_4, ea$) = all_880_3 & % 116.85/16.65 | fun_app$x(all_880_3, b$a) = all_880_2 & fun_app$q(all_880_1, b$a) = % 116.85/16.65 | all_880_0 & fun_app$e(all_880_0, b$) = 0 & T_bool_fun$(all_880_0) & % 116.85/16.65 | T_f_Language$(all_880_2) & T_f_unit_Signature_ext$(all_880_5) & % 116.85/16.65 | T_t_bool_fun_fun$(all_880_1) & % 116.85/16.65 | T_f_Expression_t_t_f_Language_fun_fun$(all_880_4) & % 116.85/16.65 | T_t_f_Language_fun$(all_880_3) % 116.85/16.65 | % 116.85/16.65 | ALPHA: (117) implies: % 116.85/16.65 | (118) fun_app$e(all_880_0, b$) = 0 % 116.85/16.65 | (119) fun_app$q(all_880_1, b$a) = all_880_0 % 116.85/16.65 | (120) fun_app$x(all_880_3, b$a) = all_880_2 % 116.85/16.65 | (121) fun_app$y(all_880_4, ea$) = all_880_3 % 116.85/16.65 | (122) fun_app$z(term$, a$) = all_880_4 % 116.85/16.65 | (123) funsignature_abbrev$(f$, all_880_5) = all_880_1 % 116.85/16.65 | (124) wellDefined$(all_880_5, all_880_2) = 0 % 116.85/16.65 | (125) iSignature$(i$) = all_880_5 % 116.85/16.65 | % 116.85/16.65 | DELTA: instantiating (10) with fresh symbols all_882_0, all_882_1, all_882_2, % 116.85/16.65 | all_882_3, all_882_4, all_882_5, all_882_6 gives: % 116.85/16.65 | (126) iSignature$(i$) = all_882_6 & wellDefined$(all_882_6, all_882_1) = 0 % 116.85/16.65 | & funsignature_abbrev$(f$, all_882_6) = all_882_3 & fun_app$z(term$, % 116.85/16.65 | a$) = all_882_5 & fun_app$y(all_882_5, ea$) = all_882_4 & % 116.85/16.65 | fun_app$x(all_882_4, all_882_2) = all_882_1 & fun_app$q(all_882_3, % 116.85/16.65 | all_882_2) = all_882_0 & fun_app$e(all_882_0, b$) = 0 & % 116.85/16.65 | T_bool_fun$(all_882_0) & T$(all_882_2) & T_f_Language$(all_882_1) & % 116.85/16.65 | T_f_unit_Signature_ext$(all_882_6) & T_t_bool_fun_fun$(all_882_3) & % 116.85/16.65 | T_f_Expression_t_t_f_Language_fun_fun$(all_882_5) & % 116.85/16.65 | T_t_f_Language_fun$(all_882_4) % 116.85/16.65 | % 116.85/16.65 | ALPHA: (126) implies: % 116.85/16.65 | (127) T$(all_882_2) % 116.85/16.65 | (128) fun_app$e(all_882_0, b$) = 0 % 116.85/16.65 | (129) fun_app$q(all_882_3, all_882_2) = all_882_0 % 116.85/16.65 | (130) fun_app$y(all_882_5, ea$) = all_882_4 % 116.85/16.65 | (131) fun_app$z(term$, a$) = all_882_5 % 116.85/16.65 | (132) funsignature_abbrev$(f$, all_882_6) = all_882_3 % 116.85/16.65 | (133) iSignature$(i$) = all_882_6 % 116.85/16.65 | % 116.85/16.65 | DELTA: instantiating (28) with fresh symbols all_1016_0, all_1016_1, % 116.85/16.65 | all_1016_2, all_1016_3, all_1016_4 gives: % 116.85/16.65 | (134) baseTypes$(all_1016_4) = all_1016_3 & obj$(all_1016_1) = all_1016_0 & % 116.85/16.65 | iCategory$(i$) = all_1016_1 & iTypes$(i$) = all_1016_2 & % 116.85/16.65 | iSignature$(i$) = all_1016_4 & O_m_unit_Category_ext$(all_1016_1) & % 116.85/16.65 | T_set$(all_1016_3) & T_f_unit_Signature_ext$(all_1016_4) & % 116.85/16.65 | O_set$(all_1016_0) & T_o_fun$(all_1016_2) & ! [v0: T$] : ! [v1: O$] % 116.85/16.65 | : ( ~ (fun_app$ad(all_1016_2, v0) = v1) | ~ T$(v0) | ? [v2: any] : % 116.85/16.65 | ? [v3: any] : (member$e(v1, all_1016_0) = v3 & member$d(v0, % 116.85/16.65 | all_1016_3) = v2 & ( ~ (v2 = 0) | v3 = 0))) & ! [v0: T$] : ( ~ % 116.85/16.65 | (member$d(v0, all_1016_3) = 0) | ~ T$(v0) | ? [v1: O$] : % 116.85/16.65 | (fun_app$ad(all_1016_2, v0) = v1 & member$e(v1, all_1016_0) = 0 & % 116.85/16.65 | O$(v1))) % 116.85/16.65 | % 116.85/16.65 | ALPHA: (134) implies: % 116.85/16.65 | (135) O_m_unit_Category_ext$(all_1016_1) % 116.85/16.65 | (136) iSignature$(i$) = all_1016_4 % 116.85/16.65 | (137) iTypes$(i$) = all_1016_2 % 116.85/16.65 | (138) iCategory$(i$) = all_1016_1 % 116.85/16.65 | (139) obj$(all_1016_1) = all_1016_0 % 116.85/16.65 | % 116.85/16.65 | DELTA: instantiating (21) with fresh symbols all_1019_0, all_1019_1 gives: % 116.85/16.65 | (140) iCategory$(i$) = all_1019_1 & iTypes$(i$) = all_1019_0 & % 116.85/16.65 | O_m_unit_Category_ext$(all_1019_1) & T_o_fun$(all_1019_0) & ! [v0: % 116.85/16.65 | T$] : ! [v1: T_f_Expression$] : ! [v2: T$] : ! [v3: M$] : ! % 116.85/16.65 | [v4: T_f_Expression_t_t_f_Language_fun_fun$] : ! [v5: % 116.85/16.65 | T_t_f_Language_fun$] : ! [v6: T_f_Language$] : ! [v7: O_m_IType$] % 116.85/16.65 | : ( ~ (fun_app$z(term$, v0) = v4) | ~ (fun_app$y(v4, v1) = v5) | ~ % 116.85/16.65 | (fun_app$x(v5, v2) = v6) | ~ (interp$(i$, v6, v7) = 0) | ~ % 116.85/16.65 | (fun_app$ac(iMor$, v3) = v7) | ~ T$(v2) | ~ T$(v0) | ~ % 116.85/16.65 | T_f_Expression$(v1) | ~ M$(v3) | ? [v8: O_o_bool_fun_fun$] : ? % 116.85/16.65 | [v9: O$] : ? [v10: O_bool_fun$] : ? [v11: O$] : % 116.85/16.65 | (fun_app$ad(all_1019_0, v2) = v11 & fun_app$ad(all_1019_0, v0) = v9 % 116.85/16.65 | & mapsTo$(all_1019_1, v3) = v8 & fun_app$r(v8, v9) = v10 & % 116.85/16.65 | fun_app$f(v10, v11) = 0 & O_o_bool_fun_fun$(v8) & % 116.85/16.65 | O_bool_fun$(v10) & O$(v11) & O$(v9))) % 116.85/16.65 | % 116.85/16.65 | ALPHA: (140) implies: % 116.85/16.65 | (141) iTypes$(i$) = all_1019_0 % 116.85/16.65 | (142) iCategory$(i$) = all_1019_1 % 116.85/16.65 | % 116.85/16.65 | DELTA: instantiating (20) with fresh symbols all_1022_0, all_1022_1 gives: % 116.85/16.66 | (143) iCategory$(i$) = all_1022_1 & iTypes$(i$) = all_1022_0 & % 116.85/16.66 | O_m_unit_Category_ext$(all_1022_1) & T_o_fun$(all_1022_0) & ! [v0: % 116.85/16.66 | T$] : ! [v1: T_f_Expression$] : ! [v2: T$] : ! [v3: O_m_IType$] % 116.85/16.66 | : ! [v4: T_f_Expression_t_t_f_Language_fun_fun$] : ! [v5: % 116.85/16.66 | T_t_f_Language_fun$] : ! [v6: T_f_Language$] : ( ~ % 116.85/16.66 | (fun_app$z(term$, v0) = v4) | ~ (fun_app$y(v4, v1) = v5) | ~ % 116.85/16.66 | (fun_app$x(v5, v2) = v6) | ~ (interp$(i$, v6, v3) = 0) | ~ T$(v2) % 116.85/16.66 | | ~ T$(v0) | ~ O_m_IType$(v3) | ~ T_f_Expression$(v1) | ? [v7: % 116.85/16.66 | O$] : ? [v8: O$] : ? [v9: M$] : ? [v10: O_o_bool_fun_fun$] : % 116.85/16.66 | ? [v11: O_bool_fun$] : (fun_app$ad(all_1022_0, v2) = v8 & % 116.85/16.66 | fun_app$ad(all_1022_0, v0) = v7 & mapsTo$(all_1022_1, v9) = v10 & % 116.85/16.66 | fun_app$ac(iMor$, v9) = v3 & fun_app$r(v10, v7) = v11 & % 116.85/16.66 | fun_app$f(v11, v8) = 0 & O_o_bool_fun_fun$(v10) & % 116.85/16.66 | O_bool_fun$(v11) & O$(v8) & O$(v7) & M$(v9))) % 116.85/16.66 | % 116.85/16.66 | ALPHA: (143) implies: % 116.85/16.66 | (144) iTypes$(i$) = all_1022_0 % 116.85/16.66 | (145) iCategory$(i$) = all_1022_1 % 116.85/16.66 | % 116.85/16.66 | DELTA: instantiating (16) with fresh symbols all_1026_0, all_1026_1, % 116.85/16.66 | all_1026_2, all_1026_3, all_1026_4, all_1026_5, all_1026_6, all_1026_7, % 116.85/16.66 | all_1026_8, all_1026_9, all_1026_10, all_1026_11, all_1026_12 gives: % 116.85/16.66 | (146) iCategory$(i$) = all_1026_8 & iTypes$(i$) = all_1026_7 & % 116.85/16.66 | fun_app$ad(all_1026_7, b$a) = all_1026_5 & fun_app$ad(all_1026_7, a$) % 116.85/16.66 | = all_1026_6 & fun_app$z(term$, a$) = all_1026_12 & % 116.85/16.66 | fun_app$y(all_1026_12, ea$) = all_1026_11 & fun_app$x(all_1026_11, % 116.85/16.66 | b$a) = all_1026_10 & interp$(i$, all_1026_10, i$a) = all_1026_9 & % 116.85/16.66 | O_m_unit_Category_ext$(all_1026_8) & T_f_Language$(all_1026_10) & % 116.85/16.66 | T_f_Expression_t_t_f_Language_fun_fun$(all_1026_12) & O$(all_1026_5) % 116.85/16.66 | & O$(all_1026_6) & T_t_f_Language_fun$(all_1026_11) & M$(all_1026_4) % 116.85/16.66 | & T_o_fun$(all_1026_7) & ( ~ (all_1026_9 = 0) | (all_1026_0 = 0 & % 116.85/16.66 | all_1026_3 = i$a & mapsTo$(all_1026_8, all_1026_4) = all_1026_2 & % 116.85/16.66 | fun_app$ac(iMor$, all_1026_4) = i$a & fun_app$r(all_1026_2, % 116.85/16.66 | all_1026_6) = all_1026_1 & fun_app$f(all_1026_1, all_1026_5) = % 116.85/16.66 | 0 & O_o_bool_fun_fun$(all_1026_2) & O_bool_fun$(all_1026_1))) % 116.85/16.66 | % 116.85/16.66 | ALPHA: (146) implies: % 116.85/16.66 | (147) M$(all_1026_4) % 116.85/16.66 | (148) O$(all_1026_6) % 116.85/16.66 | (149) interp$(i$, all_1026_10, i$a) = all_1026_9 % 116.85/16.66 | (150) fun_app$x(all_1026_11, b$a) = all_1026_10 % 116.85/16.66 | (151) fun_app$y(all_1026_12, ea$) = all_1026_11 % 116.85/16.66 | (152) fun_app$z(term$, a$) = all_1026_12 % 116.85/16.66 | (153) fun_app$ad(all_1026_7, a$) = all_1026_6 % 116.85/16.66 | (154) fun_app$ad(all_1026_7, b$a) = all_1026_5 % 116.85/16.66 | (155) iTypes$(i$) = all_1026_7 % 116.85/16.66 | (156) iCategory$(i$) = all_1026_8 % 116.85/16.66 | (157) ~ (all_1026_9 = 0) | (all_1026_0 = 0 & all_1026_3 = i$a & % 116.85/16.66 | mapsTo$(all_1026_8, all_1026_4) = all_1026_2 & fun_app$ac(iMor$, % 116.85/16.66 | all_1026_4) = i$a & fun_app$r(all_1026_2, all_1026_6) = % 116.85/16.66 | all_1026_1 & fun_app$f(all_1026_1, all_1026_5) = 0 & % 116.85/16.66 | O_o_bool_fun_fun$(all_1026_2) & O_bool_fun$(all_1026_1)) % 116.85/16.66 | % 116.85/16.66 | DELTA: instantiating (24) with fresh symbols all_1028_0, all_1028_1, % 116.85/16.66 | all_1028_2, all_1028_3 gives: % 116.85/16.66 | (158) iFunctions$(i$) = all_1028_1 & iCategory$(i$) = all_1028_2 & % 116.85/16.66 | iTypes$(i$) = all_1028_0 & iSignature$(i$) = all_1028_3 & % 116.85/16.66 | F_m_fun$(all_1028_1) & O_m_unit_Category_ext$(all_1028_2) & % 116.85/16.66 | T_f_unit_Signature_ext$(all_1028_3) & T_o_fun$(all_1028_0) & ! [v0: % 116.85/16.66 | F$] : ! [v1: T$] : ! [v2: T$] : ! [v3: M$] : ! [v4: % 116.85/16.66 | O_o_bool_fun_fun$] : ! [v5: O$] : ! [v6: O_bool_fun$] : ! [v7: % 116.85/16.66 | O$] : ! [v8: int] : (v8 = 0 | ~ (fun_app$ae(all_1028_1, v0) = v3) % 116.85/16.66 | | ~ (fun_app$ad(all_1028_0, v2) = v7) | ~ (fun_app$ad(all_1028_0, % 116.85/16.66 | v1) = v5) | ~ (mapsTo$(all_1028_2, v3) = v4) | ~ % 116.85/16.66 | (fun_app$r(v4, v5) = v6) | ~ (fun_app$f(v6, v7) = v8) | ~ T$(v2) % 116.85/16.66 | | ~ T$(v1) | ~ F$(v0) | ? [v9: T_t_bool_fun_fun$] : ? [v10: % 116.85/16.66 | T_bool_fun$] : ? [v11: int] : ( ~ (v11 = 0) & % 116.85/16.66 | funsignature_abbrev$(v0, all_1028_3) = v9 & fun_app$q(v9, v1) = % 116.85/16.66 | v10 & fun_app$e(v10, v2) = v11 & T_bool_fun$(v10) & % 116.85/16.66 | T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! [v1: T$] : ! [v2: T$] % 116.85/16.66 | : ! [v3: T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : ( ~ % 116.85/16.66 | (funsignature_abbrev$(v0, all_1028_3) = v3) | ~ (fun_app$q(v3, v1) % 116.85/16.66 | = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ T$(v2) | ~ T$(v1) | ~ % 116.85/16.66 | F$(v0) | ? [v5: M$] : ? [v6: O_o_bool_fun_fun$] : ? [v7: O$] : % 116.85/16.66 | ? [v8: O_bool_fun$] : ? [v9: O$] : (fun_app$ae(all_1028_1, v0) = % 116.85/16.66 | v5 & fun_app$ad(all_1028_0, v2) = v9 & fun_app$ad(all_1028_0, v1) % 116.85/16.66 | = v7 & mapsTo$(all_1028_2, v5) = v6 & fun_app$r(v6, v7) = v8 & % 116.85/16.66 | fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) & O_bool_fun$(v8) & % 116.85/16.66 | O$(v9) & O$(v7) & M$(v5))) % 116.85/16.66 | % 116.85/16.66 | ALPHA: (158) implies: % 116.85/16.66 | (159) iSignature$(i$) = all_1028_3 % 116.85/16.66 | (160) iTypes$(i$) = all_1028_0 % 116.85/16.66 | (161) iCategory$(i$) = all_1028_2 % 116.85/16.66 | (162) iFunctions$(i$) = all_1028_1 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_858_2, all_869_4, a$, term$, % 116.85/16.66 | simplifying with (86), (98) gives: % 116.85/16.66 | (163) all_869_4 = all_858_2 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_869_4, all_875_1, a$, term$, % 116.85/16.66 | simplifying with (98), (107) gives: % 116.85/16.66 | (164) all_875_1 = all_869_4 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_875_1, all_880_4, a$, term$, % 116.85/16.66 | simplifying with (107), (122) gives: % 116.85/16.66 | (165) all_880_4 = all_875_1 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_878_4, all_882_5, a$, term$, % 116.85/16.66 | simplifying with (112), (131) gives: % 116.85/16.66 | (166) all_882_5 = all_878_4 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_875_1, all_882_5, a$, term$, % 116.85/16.66 | simplifying with (107), (131) gives: % 116.85/16.66 | (167) all_882_5 = all_875_1 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_862_3, all_882_5, a$, term$, % 116.85/16.66 | simplifying with (92), (131) gives: % 116.85/16.66 | (168) all_882_5 = all_862_3 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_880_4, all_1026_12, a$, term$, % 116.85/16.66 | simplifying with (122), (152) gives: % 116.85/16.66 | (169) all_1026_12 = all_880_4 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (65) with all_872_1, all_1026_12, a$, term$, % 116.85/16.66 | simplifying with (103), (152) gives: % 116.85/16.66 | (170) all_1026_12 = all_872_1 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (67) with all_869_3, all_878_3, f$, exprApp$, % 116.85/16.66 | simplifying with (100), (114) gives: % 116.85/16.66 | (171) all_878_3 = all_869_3 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (56) with all_878_5, all_880_5, i$, simplifying % 116.85/16.66 | with (116), (125) gives: % 116.85/16.66 | (172) all_880_5 = all_878_5 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (56) with all_875_2, all_880_5, i$, simplifying % 116.85/16.66 | with (108), (125) gives: % 116.85/16.66 | (173) all_880_5 = all_875_2 % 116.85/16.66 | % 116.85/16.66 | GROUND_INST: instantiating (56) with all_835_0, all_880_5, i$, simplifying % 116.85/16.67 | with (76), (125) gives: % 116.85/16.67 | (174) all_880_5 = all_835_0 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (56) with all_880_5, all_882_6, i$, simplifying % 116.85/16.67 | with (125), (133) gives: % 116.85/16.67 | (175) all_882_6 = all_880_5 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (56) with all_866_0, all_882_6, i$, simplifying % 116.85/16.67 | with (94), (133) gives: % 116.85/16.67 | (176) all_882_6 = all_866_0 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (56) with all_880_5, all_1016_4, i$, simplifying % 116.85/16.67 | with (125), (136) gives: % 116.85/16.67 | (177) all_1016_4 = all_880_5 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (56) with all_854_0, all_1016_4, i$, simplifying % 116.85/16.67 | with (81), (136) gives: % 116.85/16.67 | (178) all_1016_4 = all_854_0 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (56) with all_880_5, all_1028_3, i$, simplifying % 116.85/16.67 | with (125), (159) gives: % 116.85/16.67 | (179) all_1028_3 = all_880_5 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (56) with all_872_2, all_1028_3, i$, simplifying % 116.85/16.67 | with (104), (159) gives: % 116.85/16.67 | (180) all_1028_3 = all_872_2 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (57) with all_1016_2, all_1026_7, i$, simplifying % 116.85/16.67 | with (137), (155) gives: % 116.85/16.67 | (181) all_1026_7 = all_1016_2 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (57) with all_1026_7, all_1028_0, i$, simplifying % 116.85/16.67 | with (155), (160) gives: % 116.85/16.67 | (182) all_1028_0 = all_1026_7 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (57) with all_1022_0, all_1028_0, i$, simplifying % 116.85/16.67 | with (144), (160) gives: % 116.85/16.67 | (183) all_1028_0 = all_1022_0 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (57) with all_1019_0, all_1028_0, i$, simplifying % 116.85/16.67 | with (141), (160) gives: % 116.85/16.67 | (184) all_1028_0 = all_1019_0 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (58) with all_1022_1, all_1026_8, i$, simplifying % 116.85/16.67 | with (145), (156) gives: % 116.85/16.67 | (185) all_1026_8 = all_1022_1 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (58) with all_837_0, all_1026_8, i$, simplifying % 116.85/16.67 | with (78), (156) gives: % 116.85/16.67 | (186) all_1026_8 = all_837_0 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (58) with all_1026_8, all_1028_2, i$, simplifying % 116.85/16.67 | with (156), (161) gives: % 116.85/16.67 | (187) all_1028_2 = all_1026_8 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (58) with all_1019_1, all_1028_2, i$, simplifying % 116.85/16.67 | with (142), (161) gives: % 116.85/16.67 | (188) all_1028_2 = all_1019_1 % 116.85/16.67 | % 116.85/16.67 | GROUND_INST: instantiating (58) with all_1016_1, all_1028_2, i$, simplifying % 116.85/16.67 | with (138), (161) gives: % 116.85/16.67 | (189) all_1028_2 = all_1016_1 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (182), (183) imply: % 116.85/16.67 | (190) all_1026_7 = all_1022_0 % 116.85/16.67 | % 116.85/16.67 | SIMP: (190) implies: % 116.85/16.67 | (191) all_1026_7 = all_1022_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (183), (184) imply: % 116.85/16.67 | (192) all_1022_0 = all_1019_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (188), (189) imply: % 116.85/16.67 | (193) all_1019_1 = all_1016_1 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (187), (188) imply: % 116.85/16.67 | (194) all_1026_8 = all_1019_1 % 116.85/16.67 | % 116.85/16.67 | SIMP: (194) implies: % 116.85/16.67 | (195) all_1026_8 = all_1019_1 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (179), (180) imply: % 116.85/16.67 | (196) all_880_5 = all_872_2 % 116.85/16.67 | % 116.85/16.67 | SIMP: (196) implies: % 116.85/16.67 | (197) all_880_5 = all_872_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (181), (191) imply: % 116.85/16.67 | (198) all_1022_0 = all_1016_2 % 116.85/16.67 | % 116.85/16.67 | SIMP: (198) implies: % 116.85/16.67 | (199) all_1022_0 = all_1016_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (185), (186) imply: % 116.85/16.67 | (200) all_1022_1 = all_837_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (185), (195) imply: % 116.85/16.67 | (201) all_1022_1 = all_1019_1 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (169), (170) imply: % 116.85/16.67 | (202) all_880_4 = all_872_1 % 116.85/16.67 | % 116.85/16.67 | SIMP: (202) implies: % 116.85/16.67 | (203) all_880_4 = all_872_1 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (192), (199) imply: % 116.85/16.67 | (204) all_1019_0 = all_1016_2 % 116.85/16.67 | % 116.85/16.67 | SIMP: (204) implies: % 116.85/16.67 | (205) all_1019_0 = all_1016_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (200), (201) imply: % 116.85/16.67 | (206) all_1019_1 = all_837_0 % 116.85/16.67 | % 116.85/16.67 | SIMP: (206) implies: % 116.85/16.67 | (207) all_1019_1 = all_837_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (193), (207) imply: % 116.85/16.67 | (208) all_1016_1 = all_837_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (177), (178) imply: % 116.85/16.67 | (209) all_880_5 = all_854_0 % 116.85/16.67 | % 116.85/16.67 | SIMP: (209) implies: % 116.85/16.67 | (210) all_880_5 = all_854_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (166), (167) imply: % 116.85/16.67 | (211) all_878_4 = all_875_1 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (166), (168) imply: % 116.85/16.67 | (212) all_878_4 = all_862_3 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (175), (176) imply: % 116.85/16.67 | (213) all_880_5 = all_866_0 % 116.85/16.67 | % 116.85/16.67 | SIMP: (213) implies: % 116.85/16.67 | (214) all_880_5 = all_866_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (165), (203) imply: % 116.85/16.67 | (215) all_875_1 = all_872_1 % 116.85/16.67 | % 116.85/16.67 | SIMP: (215) implies: % 116.85/16.67 | (216) all_875_1 = all_872_1 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (172), (214) imply: % 116.85/16.67 | (217) all_878_5 = all_866_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (172), (210) imply: % 116.85/16.67 | (218) all_878_5 = all_854_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (172), (174) imply: % 116.85/16.67 | (219) all_878_5 = all_835_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (172), (197) imply: % 116.85/16.67 | (220) all_878_5 = all_872_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (172), (173) imply: % 116.85/16.67 | (221) all_878_5 = all_875_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (211), (212) imply: % 116.85/16.67 | (222) all_875_1 = all_862_3 % 116.85/16.67 | % 116.85/16.67 | SIMP: (222) implies: % 116.85/16.67 | (223) all_875_1 = all_862_3 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (219), (221) imply: % 116.85/16.67 | (224) all_875_2 = all_835_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (217), (221) imply: % 116.85/16.67 | (225) all_875_2 = all_866_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (220), (221) imply: % 116.85/16.67 | (226) all_875_2 = all_872_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (218), (221) imply: % 116.85/16.67 | (227) all_875_2 = all_854_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (164), (216) imply: % 116.85/16.67 | (228) all_872_1 = all_869_4 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (216), (223) imply: % 116.85/16.67 | (229) all_872_1 = all_862_3 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (225), (226) imply: % 116.85/16.67 | (230) all_872_2 = all_866_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (224), (226) imply: % 116.85/16.67 | (231) all_872_2 = all_835_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (226), (227) imply: % 116.85/16.67 | (232) all_872_2 = all_854_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (228), (229) imply: % 116.85/16.67 | (233) all_869_4 = all_862_3 % 116.85/16.67 | % 116.85/16.67 | SIMP: (233) implies: % 116.85/16.67 | (234) all_869_4 = all_862_3 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (230), (231) imply: % 116.85/16.67 | (235) all_866_0 = all_835_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (230), (232) imply: % 116.85/16.67 | (236) all_866_0 = all_854_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (163), (234) imply: % 116.85/16.67 | (237) all_862_3 = all_858_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (235), (236) imply: % 116.85/16.67 | (238) all_854_0 = all_835_0 % 116.85/16.67 | % 116.85/16.67 | SIMP: (238) implies: % 116.85/16.67 | (239) all_854_0 = all_835_0 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (229), (237) imply: % 116.85/16.67 | (240) all_872_1 = all_858_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (216), (240) imply: % 116.85/16.67 | (241) all_875_1 = all_858_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (212), (237) imply: % 116.85/16.67 | (242) all_878_4 = all_858_2 % 116.85/16.67 | % 116.85/16.67 | COMBINE_EQS: (203), (240) imply: % 116.85/16.67 | (243) all_880_4 = all_858_2 % 116.85/16.67 | % 116.85/16.68 | COMBINE_EQS: (176), (235) imply: % 116.85/16.68 | (244) all_882_6 = all_835_0 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (166), (242) imply: % 116.85/16.68 | (245) all_882_5 = all_858_2 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (170), (240) imply: % 116.85/16.68 | (246) all_1026_12 = all_858_2 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (139), (208) imply: % 116.85/16.68 | (247) obj$(all_837_0) = all_1016_0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (154), (181) imply: % 116.85/16.68 | (248) fun_app$ad(all_1016_2, b$a) = all_1026_5 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (153), (181) imply: % 116.85/16.68 | (249) fun_app$ad(all_1016_2, a$) = all_1026_6 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (124), (174) imply: % 116.85/16.68 | (250) wellDefined$(all_835_0, all_880_2) = 0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (115), (219) imply: % 116.85/16.68 | (251) wellDefined$(all_835_0, all_878_0) = 0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (132), (244) imply: % 116.85/16.68 | (252) funsignature_abbrev$(f$, all_835_0) = all_882_3 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (123), (174) imply: % 116.85/16.68 | (253) funsignature_abbrev$(f$, all_835_0) = all_880_1 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (113), (171) imply: % 116.85/16.68 | (254) fun_app$aa(all_869_3, ea$) = all_878_2 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (151), (246) imply: % 116.85/16.68 | (255) fun_app$y(all_858_2, ea$) = all_1026_11 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (130), (245) imply: % 116.85/16.68 | (256) fun_app$y(all_858_2, ea$) = all_882_4 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (121), (243) imply: % 116.85/16.68 | (257) fun_app$y(all_858_2, ea$) = all_880_3 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (111), (242) imply: % 116.85/16.68 | (258) fun_app$y(all_858_2, all_878_2) = all_878_1 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (106), (241) imply: % 116.85/16.68 | (259) fun_app$y(all_858_2, ea$) = all_875_0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (97), (163) imply: % 116.85/16.68 | (260) fun_app$y(all_858_2, all_869_2) = all_869_1 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (91), (237) imply: % 116.85/16.68 | (261) fun_app$y(all_858_2, ea$) = all_862_2 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (135), (208) imply: % 116.85/16.68 | (262) O_m_unit_Category_ext$(all_837_0) % 116.85/16.68 | % 116.85/16.68 | REDUCE: (80), (239) imply: % 116.85/16.68 | (263) T_f_unit_Signature_ext$(all_835_0) % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (64) with all_858_1, all_882_4, ea$, all_858_2, % 116.85/16.68 | simplifying with (85), (256) gives: % 116.85/16.68 | (264) all_882_4 = all_858_1 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (64) with all_880_3, all_882_4, ea$, all_858_2, % 116.85/16.68 | simplifying with (256), (257) gives: % 116.85/16.68 | (265) all_882_4 = all_880_3 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (64) with all_862_2, all_882_4, ea$, all_858_2, % 116.85/16.68 | simplifying with (256), (261) gives: % 116.85/16.68 | (266) all_882_4 = all_862_2 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (64) with all_882_4, all_1026_11, ea$, all_858_2, % 116.85/16.68 | simplifying with (255), (256) gives: % 116.85/16.68 | (267) all_1026_11 = all_882_4 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (64) with all_875_0, all_1026_11, ea$, all_858_2, % 116.85/16.68 | simplifying with (255), (259) gives: % 116.85/16.68 | (268) all_1026_11 = all_875_0 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (66) with all_869_2, all_878_2, ea$, all_869_3, % 116.85/16.68 | simplifying with (99), (254) gives: % 116.85/16.68 | (269) all_878_2 = all_869_2 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (68) with all_880_1, all_882_3, all_835_0, f$, % 116.85/16.68 | simplifying with (252), (253) gives: % 116.85/16.68 | (270) all_882_3 = all_880_1 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (267), (268) imply: % 116.85/16.68 | (271) all_882_4 = all_875_0 % 116.85/16.68 | % 116.85/16.68 | SIMP: (271) implies: % 116.85/16.68 | (272) all_882_4 = all_875_0 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (264), (265) imply: % 116.85/16.68 | (273) all_880_3 = all_858_1 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (265), (266) imply: % 116.85/16.68 | (274) all_880_3 = all_862_2 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (265), (272) imply: % 116.85/16.68 | (275) all_880_3 = all_875_0 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (273), (275) imply: % 116.85/16.68 | (276) all_875_0 = all_858_1 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (274), (275) imply: % 116.85/16.68 | (277) all_875_0 = all_862_2 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (276), (277) imply: % 116.85/16.68 | (278) all_862_2 = all_858_1 % 116.85/16.68 | % 116.85/16.68 | SIMP: (278) implies: % 116.85/16.68 | (279) all_862_2 = all_858_1 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (268), (276) imply: % 116.85/16.68 | (280) all_1026_11 = all_858_1 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (258), (269) imply: % 116.85/16.68 | (281) fun_app$y(all_858_2, all_869_2) = all_878_1 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (150), (280) imply: % 116.85/16.68 | (282) fun_app$x(all_858_1, b$a) = all_1026_10 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (120), (273) imply: % 116.85/16.68 | (283) fun_app$x(all_858_1, b$a) = all_880_2 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (90), (279) imply: % 116.85/16.68 | (284) fun_app$x(all_858_1, b$a) = all_862_1 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (129), (270) imply: % 116.85/16.68 | (285) fun_app$q(all_880_1, all_882_2) = all_882_0 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (63) with all_858_0, all_880_2, b$a, all_858_1, % 116.85/16.68 | simplifying with (84), (283) gives: % 116.85/16.68 | (286) all_880_2 = all_858_0 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (63) with all_880_2, all_1026_10, b$a, all_858_1, % 116.85/16.68 | simplifying with (282), (283) gives: % 116.85/16.68 | (287) all_1026_10 = all_880_2 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (63) with all_862_1, all_1026_10, b$a, all_858_1, % 116.85/16.68 | simplifying with (282), (284) gives: % 116.85/16.68 | (288) all_1026_10 = all_862_1 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (64) with all_869_1, all_878_1, all_869_2, % 116.85/16.68 | all_858_2, simplifying with (260), (281) gives: % 116.85/16.68 | (289) all_878_1 = all_869_1 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (287), (288) imply: % 116.85/16.68 | (290) all_880_2 = all_862_1 % 116.85/16.68 | % 116.85/16.68 | SIMP: (290) implies: % 116.85/16.68 | (291) all_880_2 = all_862_1 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (286), (291) imply: % 116.85/16.68 | (292) all_862_1 = all_858_0 % 116.85/16.68 | % 116.85/16.68 | COMBINE_EQS: (288), (292) imply: % 116.85/16.68 | (293) all_1026_10 = all_858_0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (250), (286) imply: % 116.85/16.68 | (294) wellDefined$(all_835_0, all_858_0) = 0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (110), (289) imply: % 116.85/16.68 | (295) fun_app$x(all_869_1, b$) = all_878_0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (149), (293) imply: % 116.85/16.68 | (296) interp$(i$, all_858_0, i$a) = all_1026_9 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (89), (292) imply: % 116.85/16.68 | (297) interp$(i$, all_858_0, all_862_0) = 0 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (71) with 0, all_1026_9, i$a, all_858_0, i$, % 116.85/16.68 | simplifying with (83), (296) gives: % 116.85/16.68 | (298) all_1026_9 = 0 % 116.85/16.68 | % 116.85/16.68 | GROUND_INST: instantiating (63) with all_869_0, all_878_0, b$, all_869_1, % 116.85/16.68 | simplifying with (96), (295) gives: % 116.85/16.68 | (299) all_878_0 = all_869_0 % 116.85/16.68 | % 116.85/16.68 | REDUCE: (251), (299) imply: % 116.85/16.68 | (300) wellDefined$(all_835_0, all_869_0) = 0 % 116.85/16.68 | % 116.85/16.68 | BETA: splitting (157) gives: % 116.85/16.68 | % 116.85/16.68 | Case 1: % 116.85/16.68 | | % 116.85/16.68 | | (301) ~ (all_1026_9 = 0) % 116.85/16.68 | | % 116.85/16.68 | | REDUCE: (298), (301) imply: % 116.85/16.69 | | (302) $false % 116.85/16.69 | | % 116.85/16.69 | | CLOSE: (302) is inconsistent. % 116.85/16.69 | | % 116.85/16.69 | Case 2: % 116.85/16.69 | | % 116.85/16.69 | | (303) all_1026_0 = 0 & all_1026_3 = i$a & mapsTo$(all_1026_8, all_1026_4) % 116.85/16.69 | | = all_1026_2 & fun_app$ac(iMor$, all_1026_4) = i$a & % 116.85/16.69 | | fun_app$r(all_1026_2, all_1026_6) = all_1026_1 & % 116.85/16.69 | | fun_app$f(all_1026_1, all_1026_5) = 0 & % 116.85/16.69 | | O_o_bool_fun_fun$(all_1026_2) & O_bool_fun$(all_1026_1) % 116.85/16.69 | | % 116.85/16.69 | | ALPHA: (303) implies: % 116.85/16.69 | | (304) fun_app$r(all_1026_2, all_1026_6) = all_1026_1 % 116.85/16.69 | | (305) fun_app$ac(iMor$, all_1026_4) = i$a % 116.85/16.69 | | (306) mapsTo$(all_1026_8, all_1026_4) = all_1026_2 % 116.85/16.69 | | % 116.85/16.69 | | REDUCE: (186), (306) imply: % 116.85/16.69 | | (307) mapsTo$(all_837_0, all_1026_4) = all_1026_2 % 116.85/16.69 | | % 116.85/16.69 | | GROUND_INST: instantiating (14) with all_833_0, all_1026_4, i$a, simplifying % 116.85/16.69 | | with (73), (74), (147), (305) gives: % 116.85/16.69 | | (308) all_1026_4 = all_833_0 % 116.85/16.69 | | % 116.85/16.69 | | GROUND_INST: instantiating (14) with g$, all_1026_4, i$a, simplifying with % 116.85/16.69 | | (17), (19), (147), (305) gives: % 116.85/16.69 | | (309) all_1026_4 = g$ % 116.85/16.69 | | % 116.85/16.69 | | GROUND_INST: instantiating (29) with i$, simplifying with (2), (52) gives: % 116.85/16.69 | | (310) ? [v0: O_m_unit_Category_ext$] : ? [v1: T_f_unit_Signature_ext$] % 116.85/16.69 | | : ? [v2: T_set$] : ? [v3: T_o_fun$] : ? [v4: O_set$] : ? [v5: % 116.85/16.69 | | F_m_fun$] : (baseTypes$(v1) = v2 & obj$(v0) = v4 & category$(v0) % 116.85/16.69 | | = 0 & iFunctions$(i$) = v5 & iCategory$(i$) = v0 & iTypes$(i$) = % 116.85/16.69 | | v3 & signature$(v1) = 0 & iSignature$(i$) = v1 & F_m_fun$(v5) & % 116.85/16.69 | | O_m_unit_Category_ext$(v0) & T_set$(v2) & % 116.85/16.69 | | T_f_unit_Signature_ext$(v1) & O_set$(v4) & T_o_fun$(v3) & ! [v6: % 116.85/16.69 | | F$] : ! [v7: T$] : ! [v8: T$] : ! [v9: M$] : ! [v10: % 116.85/16.69 | | O_o_bool_fun_fun$] : ! [v11: O$] : ! [v12: O_bool_fun$] : ! % 116.85/16.69 | | [v13: O$] : ! [v14: int] : (v14 = 0 | ~ (fun_app$ae(v5, v6) = % 116.85/16.69 | | v9) | ~ (fun_app$ad(v3, v8) = v13) | ~ (fun_app$ad(v3, v7) % 116.85/16.69 | | = v11) | ~ (mapsTo$(v0, v9) = v10) | ~ (fun_app$r(v10, v11) % 116.85/16.69 | | = v12) | ~ (fun_app$f(v12, v13) = v14) | ~ T$(v8) | ~ % 116.85/16.69 | | T$(v7) | ~ F$(v6) | ? [v15: T_t_bool_fun_fun$] : ? [v16: % 116.85/16.69 | | T_bool_fun$] : ? [v17: int] : ( ~ (v17 = 0) & % 116.85/16.69 | | funsignature_abbrev$(v6, v1) = v15 & fun_app$q(v15, v7) = v16 % 116.85/16.69 | | & fun_app$e(v16, v8) = v17 & T_bool_fun$(v16) & % 116.85/16.69 | | T_t_bool_fun_fun$(v15))) & ! [v6: F$] : ! [v7: T$] : ! % 116.85/16.69 | | [v8: T$] : ! [v9: T_t_bool_fun_fun$] : ! [v10: T_bool_fun$] : ( % 116.85/16.69 | | ~ (funsignature_abbrev$(v6, v1) = v9) | ~ (fun_app$q(v9, v7) = % 116.85/16.69 | | v10) | ~ (fun_app$e(v10, v8) = 0) | ~ T$(v8) | ~ T$(v7) | % 116.85/16.69 | | ~ F$(v6) | ? [v11: M$] : ? [v12: O_o_bool_fun_fun$] : ? % 116.85/16.69 | | [v13: O$] : ? [v14: O_bool_fun$] : ? [v15: O$] : % 116.85/16.69 | | (fun_app$ae(v5, v6) = v11 & fun_app$ad(v3, v8) = v15 & % 116.85/16.69 | | fun_app$ad(v3, v7) = v13 & mapsTo$(v0, v11) = v12 & % 116.85/16.69 | | fun_app$r(v12, v13) = v14 & fun_app$f(v14, v15) = 0 & % 116.85/16.69 | | O_o_bool_fun_fun$(v12) & O_bool_fun$(v14) & O$(v15) & O$(v13) % 116.85/16.69 | | & M$(v11))) & ! [v6: T$] : ! [v7: O$] : ( ~ (fun_app$ad(v3, % 116.85/16.69 | | v6) = v7) | ~ T$(v6) | ? [v8: any] : ? [v9: any] : % 116.85/16.69 | | (member$e(v7, v4) = v9 & member$d(v6, v2) = v8 & ( ~ (v8 = 0) | % 116.85/16.69 | | v9 = 0))) & ! [v6: T$] : ( ~ (member$d(v6, v2) = 0) | ~ % 116.85/16.69 | | T$(v6) | ? [v7: O$] : (fun_app$ad(v3, v6) = v7 & member$e(v7, % 116.85/16.69 | | v4) = 0 & O$(v7)))) % 116.85/16.69 | | % 116.85/16.69 | | GROUND_INST: instantiating (22) with i$, a$, ea$, b$a, all_862_0, all_858_2, % 116.85/16.69 | | all_858_1, all_858_0, simplifying with (15), (49), (50), (52), % 116.85/16.69 | | (84), (85), (86), (88), (297) gives: % 116.85/16.69 | | (311) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: T_o_fun$] % 116.85/16.69 | | : ? [v3: O$] : ? [v4: O$] : ? [v5: M$] : ? [v6: int] : ? [v7: % 116.85/16.69 | | O_o_bool_fun_fun$] : ? [v8: O_bool_fun$] : ? [v9: int] : % 116.85/16.69 | | (iCategory$(i$) = v1 & iTypes$(i$) = v2 & fun_app$ad(v2, b$a) = v4 % 116.85/16.69 | | & fun_app$ad(v2, a$) = v3 & interpretation$(i$) = v0 & % 116.85/16.69 | | O_m_unit_Category_ext$(v1) & O$(v4) & O$(v3) & M$(v5) & % 116.85/16.69 | | T_o_fun$(v2) & ( ~ (v0 = 0) | (v9 = 0 & v6 = all_862_0 & % 116.85/16.69 | | mapsTo$(v1, v5) = v7 & fun_app$ac(iMor$, v5) = all_862_0 & % 116.85/16.69 | | fun_app$r(v7, v3) = v8 & fun_app$f(v8, v4) = 0 & % 116.85/16.69 | | O_o_bool_fun_fun$(v7) & O_bool_fun$(v8)))) % 116.85/16.69 | | % 116.85/16.69 | | GROUND_INST: instantiating (23) with i$, a$, ea$, b$a, all_833_0, all_858_2, % 116.85/16.69 | | all_858_1, all_858_0, i$a, simplifying with (15), (49), (50), % 116.85/16.69 | | (52), (73), (74), (83), (84), (85), (86) gives: % 116.85/16.70 | | (312) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: % 116.85/16.70 | | O_o_bool_fun_fun$] : ? [v3: T_o_fun$] : ? [v4: O$] : ? [v5: % 116.85/16.70 | | O_bool_fun$] : ? [v6: O$] : ? [v7: any] : (iCategory$(i$) = v1 % 116.85/16.70 | | & iTypes$(i$) = v3 & fun_app$ad(v3, b$a) = v6 & fun_app$ad(v3, % 116.85/16.70 | | a$) = v4 & mapsTo$(v1, all_833_0) = v2 & interpretation$(i$) = % 116.85/16.70 | | v0 & fun_app$r(v2, v4) = v5 & fun_app$f(v5, v6) = v7 & % 116.85/16.70 | | O_m_unit_Category_ext$(v1) & O_o_bool_fun_fun$(v2) & % 116.85/16.70 | | O_bool_fun$(v5) & O$(v6) & O$(v4) & T_o_fun$(v3) & ( ~ (v0 = 0) | % 116.85/16.70 | | v7 = 0)) % 116.85/16.70 | | % 116.85/16.70 | | GROUND_INST: instantiating (23) with i$, a$, ea$, b$a, g$, all_858_2, % 116.85/16.70 | | all_858_1, all_858_0, i$a, simplifying with (15), (17), (19), % 116.85/16.70 | | (49), (50), (52), (83), (84), (85), (86) gives: % 116.85/16.70 | | (313) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: % 116.85/16.70 | | O_o_bool_fun_fun$] : ? [v3: T_o_fun$] : ? [v4: O$] : ? [v5: % 116.85/16.70 | | O_bool_fun$] : ? [v6: O$] : ? [v7: any] : (iCategory$(i$) = v1 % 116.85/16.70 | | & iTypes$(i$) = v3 & fun_app$ad(v3, b$a) = v6 & fun_app$ad(v3, % 116.85/16.70 | | a$) = v4 & mapsTo$(v1, g$) = v2 & interpretation$(i$) = v0 & % 116.85/16.70 | | fun_app$r(v2, v4) = v5 & fun_app$f(v5, v6) = v7 & % 116.85/16.70 | | O_m_unit_Category_ext$(v1) & O_o_bool_fun_fun$(v2) & % 116.85/16.70 | | O_bool_fun$(v5) & O$(v6) & O$(v4) & T_o_fun$(v3) & ( ~ (v0 = 0) | % 116.85/16.70 | | v7 = 0)) % 116.85/16.70 | | % 116.85/16.70 | | GROUND_INST: instantiating (22) with i$, a$, ea$, b$a, i$a, all_858_2, % 116.85/16.70 | | all_858_1, all_858_0, simplifying with (15), (18), (49), (50), % 116.85/16.70 | | (52), (83), (84), (85), (86) gives: % 116.85/16.70 | | (314) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: T_o_fun$] % 116.85/16.70 | | : ? [v3: O$] : ? [v4: O$] : ? [v5: M$] : ? [v6: O_m_IType$] : % 116.85/16.70 | | ? [v7: O_o_bool_fun_fun$] : ? [v8: O_bool_fun$] : ? [v9: int] : % 116.85/16.70 | | (iCategory$(i$) = v1 & iTypes$(i$) = v2 & fun_app$ad(v2, b$a) = v4 % 116.85/16.70 | | & fun_app$ad(v2, a$) = v3 & interpretation$(i$) = v0 & % 116.85/16.70 | | O_m_unit_Category_ext$(v1) & O$(v4) & O$(v3) & M$(v5) & % 116.85/16.70 | | T_o_fun$(v2) & ( ~ (v0 = 0) | (v9 = 0 & v6 = i$a & mapsTo$(v1, % 116.85/16.70 | | v5) = v7 & fun_app$ac(iMor$, v5) = i$a & fun_app$r(v7, v3) % 116.85/16.70 | | = v8 & fun_app$f(v8, v4) = 0 & O_o_bool_fun_fun$(v7) & % 116.85/16.70 | | O_bool_fun$(v8)))) % 116.85/16.70 | | % 116.85/16.70 | | GROUND_INST: instantiating (13) with all_835_0, a$, f$, ea$, b$, all_858_2, % 116.85/16.70 | | all_869_3, all_869_2, all_869_1, all_869_0, simplifying with % 116.85/16.70 | | (48), (49), (50), (51), (86), (96), (99), (100), (260), (263), % 116.85/16.70 | | (300) gives: % 116.85/16.70 | | (315) ? [v0: T_t_f_Language_fun$] : ? [v1: T_t_bool_fun_fun$] : ? [v2: % 116.85/16.70 | | T$] : ? [v3: T_f_Language$] : ? [v4: T_bool_fun$] : % 116.85/16.70 | | (wellDefined$(all_835_0, v3) = 0 & funsignature_abbrev$(f$, % 116.85/16.70 | | all_835_0) = v1 & fun_app$y(all_858_2, ea$) = v0 & % 116.85/16.70 | | fun_app$x(v0, v2) = v3 & fun_app$q(v1, v2) = v4 & fun_app$e(v4, % 116.85/16.70 | | b$) = 0 & T_bool_fun$(v4) & T$(v2) & T_f_Language$(v3) & % 116.85/16.70 | | T_t_bool_fun_fun$(v1) & T_t_f_Language_fun$(v0)) % 116.85/16.70 | | % 116.85/16.70 | | GROUND_INST: instantiating (27) with i$, a$, ea$, b$a, f$, b$, all_1026_4, % 116.85/16.70 | | all_835_0, all_858_2, all_858_1, all_858_0, all_880_1, % 116.85/16.70 | | all_880_0, i$a, simplifying with (15), (48), (49), (50), (51), % 116.85/16.70 | | (52), (76), (83), (84), (85), (86), (118), (119), (147), (253), % 116.85/16.70 | | (305) gives: % 116.85/16.70 | | (316) ? [v0: any] : ? [v1: T_f_Expression_t_f_Expression_fun$] : ? % 116.85/16.70 | | [v2: T_f_Expression$] : ? [v3: T_t_f_Language_fun$] : ? [v4: % 116.85/16.70 | | T_f_Language$] : ? [v5: O_m_unit_Category_ext$] : ? [v6: % 116.85/16.70 | | M_m_m_fun_fun$] : ? [v7: M_m_fun$] : ? [v8: F_m_fun$] : ? [v9: % 116.85/16.70 | | M$] : ? [v10: M$] : ? [v11: O_m_IType$] : ? [v12: any] : % 116.85/16.70 | | (iFunctions$(i$) = v8 & fun_app$ae(v8, f$) = v9 & iCategory$(i$) = % 116.85/16.70 | | v5 & wellDefined$(all_835_0, all_858_0) = v0 & % 116.85/16.70 | | fun_app$ab(exprApp$, f$) = v1 & fun_app$aa(v1, ea$) = v2 & % 116.85/16.70 | | fun_app$y(all_858_2, v2) = v3 & fun_app$x(v3, b$) = v4 & % 116.85/16.70 | | interp$(i$, v4, v11) = v12 & fun_app$ac(iMor$, v10) = v11 & % 116.85/16.70 | | fun_app$v(v6, all_1026_4) = v7 & fun_app$u(v7, v9) = v10 & % 116.85/16.70 | | comp$(v5) = v6 & F_m_fun$(v8) & O_m_unit_Category_ext$(v5) & % 116.85/16.70 | | T_f_Expression_t_f_Expression_fun$(v1) & M_m_fun$(v7) & % 116.85/16.70 | | T_f_Language$(v4) & O_m_IType$(v11) & T_f_Expression$(v2) & % 116.85/16.70 | | T_t_f_Language_fun$(v3) & M$(v10) & M$(v9) & M_m_m_fun_fun$(v6) & % 116.85/16.70 | | ( ~ (v0 = 0) | v12 = 0)) % 116.85/16.70 | | % 116.85/16.70 | | GROUND_INST: instantiating (27) with i$, a$, ea$, b$a, f$, b$, all_833_0, % 116.85/16.70 | | all_835_0, all_858_2, all_858_1, all_858_0, all_880_1, % 116.85/16.70 | | all_880_0, i$a, simplifying with (15), (48), (49), (50), (51), % 116.85/16.70 | | (52), (73), (74), (76), (83), (84), (85), (86), (118), (119), % 116.85/16.70 | | (253) gives: % 116.85/16.70 | | (317) ? [v0: any] : ? [v1: T_f_Expression_t_f_Expression_fun$] : ? % 116.85/16.70 | | [v2: T_f_Expression$] : ? [v3: T_t_f_Language_fun$] : ? [v4: % 116.85/16.70 | | T_f_Language$] : ? [v5: O_m_unit_Category_ext$] : ? [v6: % 116.85/16.70 | | M_m_m_fun_fun$] : ? [v7: M_m_fun$] : ? [v8: F_m_fun$] : ? [v9: % 116.85/16.70 | | M$] : ? [v10: M$] : ? [v11: O_m_IType$] : ? [v12: any] : % 116.85/16.70 | | (iFunctions$(i$) = v8 & fun_app$ae(v8, f$) = v9 & iCategory$(i$) = % 116.85/16.70 | | v5 & wellDefined$(all_835_0, all_858_0) = v0 & % 116.85/16.70 | | fun_app$ab(exprApp$, f$) = v1 & fun_app$aa(v1, ea$) = v2 & % 116.85/16.70 | | fun_app$y(all_858_2, v2) = v3 & fun_app$x(v3, b$) = v4 & % 116.85/16.70 | | interp$(i$, v4, v11) = v12 & fun_app$ac(iMor$, v10) = v11 & % 116.85/16.70 | | fun_app$v(v6, all_833_0) = v7 & fun_app$u(v7, v9) = v10 & % 116.85/16.70 | | comp$(v5) = v6 & F_m_fun$(v8) & O_m_unit_Category_ext$(v5) & % 116.85/16.70 | | T_f_Expression_t_f_Expression_fun$(v1) & M_m_fun$(v7) & % 116.85/16.70 | | T_f_Language$(v4) & O_m_IType$(v11) & T_f_Expression$(v2) & % 116.85/16.70 | | T_t_f_Language_fun$(v3) & M$(v10) & M$(v9) & M_m_m_fun_fun$(v6) & % 116.85/16.70 | | ( ~ (v0 = 0) | v12 = 0)) % 116.85/16.70 | | % 116.85/16.70 | | GROUND_INST: instantiating (27) with i$, a$, ea$, b$a, f$, b$, g$, % 116.85/16.70 | | all_835_0, all_858_2, all_858_1, all_858_0, all_880_1, % 116.85/16.70 | | all_880_0, i$a, simplifying with (15), (17), (19), (48), (49), % 116.85/16.70 | | (50), (51), (52), (76), (83), (84), (85), (86), (118), (119), % 116.85/16.70 | | (253) gives: % 116.85/16.70 | | (318) ? [v0: any] : ? [v1: T_f_Expression_t_f_Expression_fun$] : ? % 116.85/16.70 | | [v2: T_f_Expression$] : ? [v3: T_t_f_Language_fun$] : ? [v4: % 116.85/16.70 | | T_f_Language$] : ? [v5: O_m_unit_Category_ext$] : ? [v6: % 116.85/16.70 | | M_m_m_fun_fun$] : ? [v7: M_m_fun$] : ? [v8: F_m_fun$] : ? [v9: % 116.85/16.70 | | M$] : ? [v10: M$] : ? [v11: O_m_IType$] : ? [v12: any] : % 116.85/16.70 | | (iFunctions$(i$) = v8 & fun_app$ae(v8, f$) = v9 & iCategory$(i$) = % 116.85/16.70 | | v5 & wellDefined$(all_835_0, all_858_0) = v0 & % 116.85/16.70 | | fun_app$ab(exprApp$, f$) = v1 & fun_app$aa(v1, ea$) = v2 & % 116.85/16.70 | | fun_app$y(all_858_2, v2) = v3 & fun_app$x(v3, b$) = v4 & % 116.85/16.70 | | interp$(i$, v4, v11) = v12 & fun_app$ac(iMor$, v10) = v11 & % 116.85/16.70 | | fun_app$v(v6, g$) = v7 & fun_app$u(v7, v9) = v10 & comp$(v5) = v6 % 116.85/16.70 | | & F_m_fun$(v8) & O_m_unit_Category_ext$(v5) & % 116.85/16.70 | | T_f_Expression_t_f_Expression_fun$(v1) & M_m_fun$(v7) & % 116.85/16.70 | | T_f_Language$(v4) & O_m_IType$(v11) & T_f_Expression$(v2) & % 116.85/16.70 | | T_t_f_Language_fun$(v3) & M$(v10) & M$(v9) & M_m_m_fun_fun$(v6) & % 116.85/16.70 | | ( ~ (v0 = 0) | v12 = 0)) % 116.85/16.70 | | % 116.85/16.70 | | GROUND_INST: instantiating (25) with i$, f$, all_882_2, b$, all_835_0, % 116.85/16.70 | | all_880_1, all_882_0, simplifying with (48), (51), (52), (76), % 116.85/16.70 | | (127), (128), (253), (285) gives: % 116.85/16.71 | | (319) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: F_m_fun$] % 116.85/16.71 | | : ? [v3: M$] : ? [v4: O_o_bool_fun_fun$] : ? [v5: T_o_fun$] : ? % 116.85/16.71 | | [v6: O$] : ? [v7: O_bool_fun$] : ? [v8: O$] : ? [v9: any] : % 116.85/16.71 | | (iFunctions$(i$) = v2 & fun_app$ae(v2, f$) = v3 & iCategory$(i$) = % 116.85/16.71 | | v1 & iTypes$(i$) = v5 & fun_app$ad(v5, all_882_2) = v6 & % 116.85/16.71 | | fun_app$ad(v5, b$) = v8 & mapsTo$(v1, v3) = v4 & % 116.85/16.71 | | interpretation$(i$) = v0 & fun_app$r(v4, v6) = v7 & fun_app$f(v7, % 116.85/16.71 | | v8) = v9 & F_m_fun$(v2) & O_m_unit_Category_ext$(v1) & % 116.85/16.71 | | O_o_bool_fun_fun$(v4) & O_bool_fun$(v7) & O$(v8) & O$(v6) & % 116.85/16.71 | | M$(v3) & T_o_fun$(v5) & ( ~ (v0 = 0) | v9 = 0)) % 116.85/16.71 | | % 116.85/16.71 | | GROUND_INST: instantiating (25) with i$, f$, b$a, b$, all_835_0, all_880_1, % 116.85/16.71 | | all_880_0, simplifying with (15), (48), (51), (52), (76), % 116.85/16.71 | | (118), (119), (253) gives: % 116.85/16.71 | | (320) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: F_m_fun$] % 116.85/16.71 | | : ? [v3: M$] : ? [v4: O_o_bool_fun_fun$] : ? [v5: T_o_fun$] : ? % 116.85/16.71 | | [v6: O$] : ? [v7: O_bool_fun$] : ? [v8: O$] : ? [v9: any] : % 116.85/16.71 | | (iFunctions$(i$) = v2 & fun_app$ae(v2, f$) = v3 & iCategory$(i$) = % 116.85/16.71 | | v1 & iTypes$(i$) = v5 & fun_app$ad(v5, b$) = v8 & fun_app$ad(v5, % 116.85/16.71 | | b$a) = v6 & mapsTo$(v1, v3) = v4 & interpretation$(i$) = v0 & % 116.85/16.71 | | fun_app$r(v4, v6) = v7 & fun_app$f(v7, v8) = v9 & F_m_fun$(v2) & % 116.85/16.71 | | O_m_unit_Category_ext$(v1) & O_o_bool_fun_fun$(v4) & % 116.85/16.71 | | O_bool_fun$(v7) & O$(v8) & O$(v6) & M$(v3) & T_o_fun$(v5) & ( ~ % 116.85/16.71 | | (v0 = 0) | v9 = 0)) % 116.85/16.71 | | % 116.85/16.71 | | GROUND_INST: instantiating (34) with i$, all_835_0, simplifying with (52), % 116.85/16.71 | | (76) gives: % 116.85/16.71 | | (321) ? [v0: O_m_unit_Category_ext$] : ? [v1: any] : ? [v2: any] : ? % 116.85/16.71 | | [v3: T_set$] : ? [v4: T_o_fun$] : ? [v5: O_set$] : ? [v6: % 116.85/16.71 | | F_m_fun$] : ? [v7: any] : ? [v8: F$] : ? [v9: T$] : ? [v10: % 116.85/16.71 | | T$] : ? [v11: T_t_bool_fun_fun$] : ? [v12: T_bool_fun$] : ? % 116.85/16.71 | | [v13: int] : ? [v14: M$] : ? [v15: O_o_bool_fun_fun$] : ? [v16: % 116.85/16.71 | | O$] : ? [v17: O_bool_fun$] : ? [v18: O$] : ? [v19: int] : ? % 116.85/16.71 | | [v20: T$] : ? [v21: int] : ? [v22: O$] : ? [v23: int] : % 116.85/16.71 | | (baseTypes$(all_835_0) = v3 & obj$(v0) = v5 & category$(v0) = v1 & % 116.85/16.71 | | iFunctions$(i$) = v6 & iCategory$(i$) = v0 & iTypes$(i$) = v4 & % 116.85/16.71 | | signature$(all_835_0) = v2 & interpretation$(i$) = v7 & % 116.85/16.71 | | F_m_fun$(v6) & O_m_unit_Category_ext$(v0) & T_set$(v3) & T$(v20) % 116.85/16.71 | | & T$(v10) & T$(v9) & O_set$(v5) & F$(v8) & T_o_fun$(v4) & ( ~ (v2 % 116.85/16.71 | | = 0) | ~ (v1 = 0) | v7 = 0 | (v21 = 0 & ~ (v23 = 0) & % 116.85/16.71 | | fun_app$ad(v4, v20) = v22 & member$e(v22, v5) = v23 & % 116.85/16.71 | | member$d(v20, v3) = 0 & O$(v22)) | (v13 = 0 & ~ (v19 = 0) & % 116.85/16.71 | | fun_app$ae(v6, v8) = v14 & fun_app$ad(v4, v10) = v18 & % 116.85/16.71 | | fun_app$ad(v4, v9) = v16 & mapsTo$(v0, v14) = v15 & % 116.85/16.71 | | funsignature_abbrev$(v8, all_835_0) = v11 & fun_app$r(v15, % 116.85/16.71 | | v16) = v17 & fun_app$q(v11, v9) = v12 & fun_app$f(v17, v18) % 116.85/16.71 | | = v19 & fun_app$e(v12, v10) = 0 & T_bool_fun$(v12) & % 116.85/16.71 | | O_o_bool_fun_fun$(v15) & O_bool_fun$(v17) & % 116.85/16.71 | | T_t_bool_fun_fun$(v11) & O$(v18) & O$(v16) & M$(v14)))) % 116.85/16.71 | | % 116.85/16.71 | | GROUND_INST: instantiating (30) with i$, all_835_0, simplifying with (52), % 116.85/16.71 | | (76) gives: % 116.85/16.71 | | (322) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: any] : ? % 116.85/16.71 | | [v3: any] : ? [v4: T_set$] : ? [v5: T_o_fun$] : ? [v6: O_set$] : % 116.85/16.71 | | ? [v7: F_m_fun$] : (baseTypes$(all_835_0) = v4 & obj$(v1) = v6 & % 116.85/16.71 | | category$(v1) = v2 & iFunctions$(i$) = v7 & iCategory$(i$) = v1 & % 116.85/16.71 | | iTypes$(i$) = v5 & signature$(all_835_0) = v3 & % 116.85/16.71 | | interpretation$(i$) = v0 & F_m_fun$(v7) & % 116.85/16.71 | | O_m_unit_Category_ext$(v1) & T_set$(v4) & O_set$(v6) & % 116.85/16.71 | | T_o_fun$(v5) & ( ~ (v0 = 0) | (v3 = 0 & v2 = 0 & ! [v8: F$] : ! % 116.85/16.71 | | [v9: T$] : ! [v10: T$] : ! [v11: M$] : ! [v12: % 116.85/16.71 | | O_o_bool_fun_fun$] : ! [v13: O$] : ! [v14: O_bool_fun$] : % 116.85/16.71 | | ! [v15: O$] : ! [v16: int] : (v16 = 0 | ~ (fun_app$ae(v7, % 116.85/16.71 | | v8) = v11) | ~ (fun_app$ad(v5, v10) = v15) | ~ % 116.85/16.71 | | (fun_app$ad(v5, v9) = v13) | ~ (mapsTo$(v1, v11) = v12) | % 116.85/16.71 | | ~ (fun_app$r(v12, v13) = v14) | ~ (fun_app$f(v14, v15) = % 116.85/16.71 | | v16) | ~ T$(v10) | ~ T$(v9) | ~ F$(v8) | ? [v17: % 116.85/16.71 | | T_t_bool_fun_fun$] : ? [v18: T_bool_fun$] : ? [v19: % 116.85/16.71 | | int] : ( ~ (v19 = 0) & funsignature_abbrev$(v8, % 116.85/16.71 | | all_835_0) = v17 & fun_app$q(v17, v9) = v18 & % 116.85/16.71 | | fun_app$e(v18, v10) = v19 & T_bool_fun$(v18) & % 116.85/16.71 | | T_t_bool_fun_fun$(v17))) & ! [v8: F$] : ! [v9: T$] : ! % 116.85/16.71 | | [v10: T$] : ! [v11: T_t_bool_fun_fun$] : ! [v12: % 116.85/16.71 | | T_bool_fun$] : ( ~ (funsignature_abbrev$(v8, all_835_0) = % 116.85/16.71 | | v11) | ~ (fun_app$q(v11, v9) = v12) | ~ (fun_app$e(v12, % 116.85/16.71 | | v10) = 0) | ~ T$(v10) | ~ T$(v9) | ~ F$(v8) | ? % 116.85/16.71 | | [v13: M$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: O$] : ? % 116.85/16.71 | | [v16: O_bool_fun$] : ? [v17: O$] : (fun_app$ae(v7, v8) = % 116.85/16.71 | | v13 & fun_app$ad(v5, v10) = v17 & fun_app$ad(v5, v9) = % 116.85/16.71 | | v15 & mapsTo$(v1, v13) = v14 & fun_app$r(v14, v15) = v16 % 116.85/16.71 | | & fun_app$f(v16, v17) = 0 & O_o_bool_fun_fun$(v14) & % 116.85/16.71 | | O_bool_fun$(v16) & O$(v17) & O$(v15) & M$(v13))) & ! % 116.85/16.71 | | [v8: T$] : ! [v9: O$] : ( ~ (fun_app$ad(v5, v8) = v9) | ~ % 116.85/16.71 | | T$(v8) | ? [v10: any] : ? [v11: any] : (member$e(v9, v6) % 116.85/16.71 | | = v11 & member$d(v8, v4) = v10 & ( ~ (v10 = 0) | v11 = % 116.85/16.71 | | 0))) & ! [v8: T$] : ( ~ (member$d(v8, v4) = 0) | ~ % 116.85/16.71 | | T$(v8) | ? [v9: O$] : (fun_app$ad(v5, v8) = v9 & % 116.85/16.71 | | member$e(v9, v6) = 0 & O$(v9)))))) % 116.85/16.71 | | % 116.85/16.71 | | GROUND_INST: instantiating (39) with i$, all_835_0, simplifying with (52), % 116.85/16.71 | | (76) gives: % 116.85/16.71 | | (323) ? [v0: O_m_unit_Category_ext$] : ? [v1: T_o_fun$] : ? [v2: % 116.85/16.71 | | F_m_fun$] : ? [v3: Unit$] : (interpretation_ext$(all_835_0, v0, % 116.85/16.71 | | v1, v2, v3) = i$ & more$(i$) = v3 & iFunctions$(i$) = v2 & % 116.85/16.71 | | iCategory$(i$) = v0 & iTypes$(i$) = v1 & F_m_fun$(v2) & Unit$(v3) % 116.85/16.71 | | & O_m_unit_Category_ext$(v0) & T_o_fun$(v1)) % 116.85/16.71 | | % 116.85/16.71 | | GROUND_INST: instantiating (axiom185) with all_837_0, all_1026_4, % 116.85/16.71 | | all_1026_6, all_1026_2, all_1026_1, simplifying with (147), % 116.85/16.71 | | (148), (262), (304), (307) gives: % 116.85/16.71 | | (324) ? [v0: any] : ? [v1: any] : ? [v2: M_m_bool_fun_fun$] : ? [v3: % 116.85/16.71 | | M_m_m_fun_fun$] : ? [v4: O_m_fun$] : ? [v5: M$] : ? [v6: M$] : % 116.85/16.71 | | ? [v7: M_bool_fun$] : ? [v8: int] : ? [v9: M_m_fun$] : ? [v10: % 116.85/16.71 | | M$] : (id$(all_837_0) = v4 & category$(all_837_0) = v0 & % 116.85/16.71 | | fun_app$af(v4, all_1026_6) = v5 & comp$(all_837_0) = v3 & % 116.85/16.71 | | compDefined$(all_837_0) = v2 & fun_app$f(all_1026_1, all_1026_6) % 116.85/16.71 | | = v1 & M_m_bool_fun_fun$(v2) & M$(v6) & M$(v5) & O_m_fun$(v4) & % 116.85/16.71 | | M_m_m_fun_fun$(v3) & ( ~ (v1 = 0) | ~ (v0 = 0) | v5 = all_1026_4 % 116.85/16.71 | | | (v8 = 0 & ~ (v10 = v6) & fun_app$v(v3, v6) = v9 & % 116.85/16.71 | | fun_app$u(v9, all_1026_4) = v10 & fun_app$s(v2, v6) = v7 & % 116.85/16.71 | | fun_app$g(v7, all_1026_4) = 0 & M_m_fun$(v9) & % 116.85/16.71 | | M_bool_fun$(v7) & M$(v10)))) % 116.85/16.71 | | % 116.85/16.71 | | GROUND_INST: instantiating (38) with i$, b$a, all_1016_2, all_1026_5, % 116.85/16.71 | | simplifying with (15), (52), (137), (248) gives: % 116.85/16.71 | | (325) ? [v0: any] : ? [v1: T_f_unit_Signature_ext$] : ? [v2: T_set$] : % 116.85/16.71 | | ? [v3: any] : ? [v4: O_m_unit_Category_ext$] : ? [v5: O_set$] : % 116.85/16.71 | | ? [v6: any] : (baseTypes$(v1) = v2 & obj$(v4) = v5 & iCategory$(i$) % 116.85/16.71 | | = v4 & iSignature$(i$) = v1 & interpretation$(i$) = v0 & % 116.85/16.71 | | member$e(all_1026_5, v5) = v6 & member$d(b$a, v2) = v3 & % 116.85/16.71 | | O_m_unit_Category_ext$(v4) & T_set$(v2) & % 116.85/16.71 | | T_f_unit_Signature_ext$(v1) & O_set$(v5) & ( ~ (v3 = 0) | ~ (v0 % 116.85/16.71 | | = 0) | v6 = 0)) % 116.85/16.71 | | % 116.85/16.71 | | GROUND_INST: instantiating (38) with i$, a$, all_1016_2, all_1026_6, % 116.85/16.71 | | simplifying with (50), (52), (137), (249) gives: % 116.85/16.72 | | (326) ? [v0: any] : ? [v1: T_f_unit_Signature_ext$] : ? [v2: T_set$] : % 116.85/16.72 | | ? [v3: any] : ? [v4: O_m_unit_Category_ext$] : ? [v5: O_set$] : % 116.85/16.72 | | ? [v6: any] : (baseTypes$(v1) = v2 & obj$(v4) = v5 & iCategory$(i$) % 116.85/16.72 | | = v4 & iSignature$(i$) = v1 & interpretation$(i$) = v0 & % 116.85/16.72 | | member$e(all_1026_6, v5) = v6 & member$d(a$, v2) = v3 & % 116.85/16.72 | | O_m_unit_Category_ext$(v4) & T_set$(v2) & % 116.85/16.72 | | T_f_unit_Signature_ext$(v1) & O_set$(v5) & ( ~ (v3 = 0) | ~ (v0 % 116.85/16.72 | | = 0) | v6 = 0)) % 116.85/16.72 | | % 116.85/16.72 | | GROUND_INST: instantiating (35) with i$, all_1016_2, simplifying with (52), % 116.85/16.72 | | (137) gives: % 116.85/16.72 | | (327) ? [v0: O_m_unit_Category_ext$] : ? [v1: any] : ? [v2: % 116.85/16.72 | | T_f_unit_Signature_ext$] : ? [v3: any] : ? [v4: T_set$] : ? % 116.85/16.72 | | [v5: O_set$] : ? [v6: F_m_fun$] : ? [v7: any] : ? [v8: F$] : ? % 116.85/16.72 | | [v9: T$] : ? [v10: T$] : ? [v11: T_t_bool_fun_fun$] : ? [v12: % 116.85/16.72 | | T_bool_fun$] : ? [v13: int] : ? [v14: M$] : ? [v15: % 116.85/16.72 | | O_o_bool_fun_fun$] : ? [v16: O$] : ? [v17: O_bool_fun$] : ? % 116.85/16.72 | | [v18: O$] : ? [v19: int] : ? [v20: T$] : ? [v21: int] : ? [v22: % 116.85/16.72 | | O$] : ? [v23: int] : (baseTypes$(v2) = v4 & obj$(v0) = v5 & % 116.85/16.72 | | category$(v0) = v1 & iFunctions$(i$) = v6 & iCategory$(i$) = v0 & % 116.85/16.72 | | signature$(v2) = v3 & iSignature$(i$) = v2 & interpretation$(i$) % 116.85/16.72 | | = v7 & F_m_fun$(v6) & O_m_unit_Category_ext$(v0) & T_set$(v4) & % 116.85/16.72 | | T$(v20) & T$(v10) & T$(v9) & T_f_unit_Signature_ext$(v2) & % 116.85/16.72 | | O_set$(v5) & F$(v8) & ( ~ (v3 = 0) | ~ (v1 = 0) | v7 = 0 | (v21 % 116.85/16.72 | | = 0 & ~ (v23 = 0) & fun_app$ad(all_1016_2, v20) = v22 & % 116.85/16.72 | | member$e(v22, v5) = v23 & member$d(v20, v4) = 0 & O$(v22)) | % 116.85/16.72 | | (v13 = 0 & ~ (v19 = 0) & fun_app$ae(v6, v8) = v14 & % 116.85/16.72 | | fun_app$ad(all_1016_2, v10) = v18 & fun_app$ad(all_1016_2, % 116.85/16.72 | | v9) = v16 & mapsTo$(v0, v14) = v15 & % 116.85/16.72 | | funsignature_abbrev$(v8, v2) = v11 & fun_app$r(v15, v16) = % 116.85/16.72 | | v17 & fun_app$q(v11, v9) = v12 & fun_app$f(v17, v18) = v19 & % 116.85/16.72 | | fun_app$e(v12, v10) = 0 & T_bool_fun$(v12) & % 116.85/16.72 | | O_o_bool_fun_fun$(v15) & O_bool_fun$(v17) & % 116.85/16.72 | | T_t_bool_fun_fun$(v11) & O$(v18) & O$(v16) & M$(v14)))) % 116.85/16.72 | | % 116.85/16.72 | | GROUND_INST: instantiating (31) with i$, all_1016_2, simplifying with (52), % 116.85/16.72 | | (137) gives: % 116.85/16.72 | | (328) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: any] : ? % 116.85/16.72 | | [v3: T_f_unit_Signature_ext$] : ? [v4: any] : ? [v5: T_set$] : ? % 116.85/16.72 | | [v6: O_set$] : ? [v7: F_m_fun$] : (baseTypes$(v3) = v5 & obj$(v1) % 116.85/16.72 | | = v6 & category$(v1) = v2 & iFunctions$(i$) = v7 & iCategory$(i$) % 116.85/16.72 | | = v1 & signature$(v3) = v4 & iSignature$(i$) = v3 & % 116.85/16.72 | | interpretation$(i$) = v0 & F_m_fun$(v7) & % 116.85/16.72 | | O_m_unit_Category_ext$(v1) & T_set$(v5) & % 116.85/16.72 | | T_f_unit_Signature_ext$(v3) & O_set$(v6) & ( ~ (v0 = 0) | (v4 = 0 % 116.85/16.72 | | & v2 = 0 & ! [v8: F$] : ! [v9: T$] : ! [v10: T$] : ! % 116.85/16.72 | | [v11: M$] : ! [v12: O_o_bool_fun_fun$] : ! [v13: O$] : ! % 116.85/16.72 | | [v14: O_bool_fun$] : ! [v15: O$] : ! [v16: int] : (v16 = 0 % 116.85/16.72 | | | ~ (fun_app$ae(v7, v8) = v11) | ~ % 116.85/16.72 | | (fun_app$ad(all_1016_2, v10) = v15) | ~ % 116.85/16.72 | | (fun_app$ad(all_1016_2, v9) = v13) | ~ (mapsTo$(v1, v11) = % 116.85/16.72 | | v12) | ~ (fun_app$r(v12, v13) = v14) | ~ % 116.85/16.72 | | (fun_app$f(v14, v15) = v16) | ~ T$(v10) | ~ T$(v9) | ~ % 116.85/16.72 | | F$(v8) | ? [v17: T_t_bool_fun_fun$] : ? [v18: % 116.85/16.72 | | T_bool_fun$] : ? [v19: int] : ( ~ (v19 = 0) & % 116.85/16.72 | | funsignature_abbrev$(v8, v3) = v17 & fun_app$q(v17, v9) = % 116.85/16.72 | | v18 & fun_app$e(v18, v10) = v19 & T_bool_fun$(v18) & % 116.85/16.72 | | T_t_bool_fun_fun$(v17))) & ! [v8: F$] : ! [v9: T$] : ! % 116.85/16.72 | | [v10: T$] : ! [v11: T_t_bool_fun_fun$] : ! [v12: % 116.85/16.72 | | T_bool_fun$] : ( ~ (funsignature_abbrev$(v8, v3) = v11) | % 116.85/16.72 | | ~ (fun_app$q(v11, v9) = v12) | ~ (fun_app$e(v12, v10) = 0) % 116.85/16.72 | | | ~ T$(v10) | ~ T$(v9) | ~ F$(v8) | ? [v13: M$] : ? % 116.85/16.72 | | [v14: O_o_bool_fun_fun$] : ? [v15: O$] : ? [v16: % 116.85/16.72 | | O_bool_fun$] : ? [v17: O$] : (fun_app$ae(v7, v8) = v13 & % 116.85/16.72 | | fun_app$ad(all_1016_2, v10) = v17 & % 116.85/16.72 | | fun_app$ad(all_1016_2, v9) = v15 & mapsTo$(v1, v13) = v14 % 116.85/16.72 | | & fun_app$r(v14, v15) = v16 & fun_app$f(v16, v17) = 0 & % 116.85/16.72 | | O_o_bool_fun_fun$(v14) & O_bool_fun$(v16) & O$(v17) & % 116.85/16.72 | | O$(v15) & M$(v13))) & ! [v8: T$] : ! [v9: O$] : ( ~ % 116.85/16.72 | | (fun_app$ad(all_1016_2, v8) = v9) | ~ T$(v8) | ? [v10: % 116.85/16.72 | | any] : ? [v11: any] : (member$e(v9, v6) = v11 & % 116.85/16.72 | | member$d(v8, v5) = v10 & ( ~ (v10 = 0) | v11 = 0))) & ! % 116.85/16.72 | | [v8: T$] : ( ~ (member$d(v8, v5) = 0) | ~ T$(v8) | ? [v9: % 116.85/16.72 | | O$] : (fun_app$ad(all_1016_2, v8) = v9 & member$e(v9, v6) % 116.85/16.72 | | = 0 & O$(v9)))))) % 116.85/16.72 | | % 116.85/16.72 | | GROUND_INST: instantiating (40) with i$, all_1016_2, simplifying with (52), % 116.85/16.72 | | (137) gives: % 116.85/16.72 | | (329) ? [v0: T_f_unit_Signature_ext$] : ? [v1: O_m_unit_Category_ext$] % 116.85/16.72 | | : ? [v2: F_m_fun$] : ? [v3: Unit$] : (interpretation_ext$(v0, v1, % 116.85/16.72 | | all_1016_2, v2, v3) = i$ & more$(i$) = v3 & iFunctions$(i$) = % 116.85/16.72 | | v2 & iCategory$(i$) = v1 & iSignature$(i$) = v0 & F_m_fun$(v2) & % 116.85/16.72 | | Unit$(v3) & O_m_unit_Category_ext$(v1) & % 116.85/16.72 | | T_f_unit_Signature_ext$(v0)) % 116.85/16.72 | | % 116.85/16.72 | | GROUND_INST: instantiating (36) with i$, all_837_0, simplifying with (52), % 116.85/16.72 | | (78) gives: % 116.85/16.72 | | (330) ? [v0: any] : ? [v1: T_f_unit_Signature_ext$] : ? [v2: any] : ? % 116.85/16.72 | | [v3: T_set$] : ? [v4: T_o_fun$] : ? [v5: O_set$] : ? [v6: % 116.85/16.72 | | F_m_fun$] : ? [v7: any] : ? [v8: F$] : ? [v9: T$] : ? [v10: % 116.85/16.72 | | T$] : ? [v11: T_t_bool_fun_fun$] : ? [v12: T_bool_fun$] : ? % 116.85/16.72 | | [v13: int] : ? [v14: M$] : ? [v15: O_o_bool_fun_fun$] : ? [v16: % 116.85/16.72 | | O$] : ? [v17: O_bool_fun$] : ? [v18: O$] : ? [v19: int] : ? % 116.85/16.72 | | [v20: T$] : ? [v21: int] : ? [v22: O$] : ? [v23: int] : % 116.85/16.72 | | (baseTypes$(v1) = v3 & obj$(all_837_0) = v5 & category$(all_837_0) % 116.85/16.72 | | = v0 & iFunctions$(i$) = v6 & iTypes$(i$) = v4 & signature$(v1) = % 116.85/16.72 | | v2 & iSignature$(i$) = v1 & interpretation$(i$) = v7 & % 116.85/16.72 | | F_m_fun$(v6) & T_set$(v3) & T$(v20) & T$(v10) & T$(v9) & % 116.85/16.72 | | T_f_unit_Signature_ext$(v1) & O_set$(v5) & F$(v8) & T_o_fun$(v4) % 116.85/16.72 | | & ( ~ (v2 = 0) | ~ (v0 = 0) | v7 = 0 | (v21 = 0 & ~ (v23 = 0) & % 116.85/16.72 | | fun_app$ad(v4, v20) = v22 & member$e(v22, v5) = v23 & % 116.85/16.72 | | member$d(v20, v3) = 0 & O$(v22)) | (v13 = 0 & ~ (v19 = 0) & % 116.85/16.72 | | fun_app$ae(v6, v8) = v14 & fun_app$ad(v4, v10) = v18 & % 116.85/16.72 | | fun_app$ad(v4, v9) = v16 & mapsTo$(all_837_0, v14) = v15 & % 116.85/16.72 | | funsignature_abbrev$(v8, v1) = v11 & fun_app$r(v15, v16) = % 116.85/16.72 | | v17 & fun_app$q(v11, v9) = v12 & fun_app$f(v17, v18) = v19 & % 116.85/16.72 | | fun_app$e(v12, v10) = 0 & T_bool_fun$(v12) & % 116.85/16.72 | | O_o_bool_fun_fun$(v15) & O_bool_fun$(v17) & % 116.85/16.72 | | T_t_bool_fun_fun$(v11) & O$(v18) & O$(v16) & M$(v14)))) % 116.85/16.72 | | % 116.85/16.72 | | GROUND_INST: instantiating (32) with i$, all_837_0, simplifying with (52), % 116.85/16.72 | | (78) gives: % 116.85/16.73 | | (331) ? [v0: any] : ? [v1: any] : ? [v2: T_f_unit_Signature_ext$] : ? % 116.85/16.73 | | [v3: any] : ? [v4: T_set$] : ? [v5: T_o_fun$] : ? [v6: O_set$] : % 116.85/16.73 | | ? [v7: F_m_fun$] : (baseTypes$(v2) = v4 & obj$(all_837_0) = v6 & % 116.85/16.73 | | category$(all_837_0) = v1 & iFunctions$(i$) = v7 & iTypes$(i$) = % 116.85/16.73 | | v5 & signature$(v2) = v3 & iSignature$(i$) = v2 & % 116.85/16.73 | | interpretation$(i$) = v0 & F_m_fun$(v7) & T_set$(v4) & % 116.85/16.73 | | T_f_unit_Signature_ext$(v2) & O_set$(v6) & T_o_fun$(v5) & ( ~ (v0 % 116.85/16.73 | | = 0) | (v3 = 0 & v1 = 0 & ! [v8: F$] : ! [v9: T$] : ! % 116.85/16.73 | | [v10: T$] : ! [v11: M$] : ! [v12: O_o_bool_fun_fun$] : ! % 116.85/16.73 | | [v13: O$] : ! [v14: O_bool_fun$] : ! [v15: O$] : ! [v16: % 116.85/16.73 | | int] : (v16 = 0 | ~ (fun_app$ae(v7, v8) = v11) | ~ % 116.85/16.73 | | (fun_app$ad(v5, v10) = v15) | ~ (fun_app$ad(v5, v9) = v13) % 116.85/16.73 | | | ~ (mapsTo$(all_837_0, v11) = v12) | ~ (fun_app$r(v12, % 116.85/16.73 | | v13) = v14) | ~ (fun_app$f(v14, v15) = v16) | ~ % 116.85/16.73 | | T$(v10) | ~ T$(v9) | ~ F$(v8) | ? [v17: % 116.85/16.73 | | T_t_bool_fun_fun$] : ? [v18: T_bool_fun$] : ? [v19: % 116.85/16.73 | | int] : ( ~ (v19 = 0) & funsignature_abbrev$(v8, v2) = v17 % 116.85/16.73 | | & fun_app$q(v17, v9) = v18 & fun_app$e(v18, v10) = v19 & % 116.85/16.73 | | T_bool_fun$(v18) & T_t_bool_fun_fun$(v17))) & ! [v8: F$] % 116.85/16.73 | | : ! [v9: T$] : ! [v10: T$] : ! [v11: T_t_bool_fun_fun$] : % 116.85/16.73 | | ! [v12: T_bool_fun$] : ( ~ (funsignature_abbrev$(v8, v2) = % 116.85/16.73 | | v11) | ~ (fun_app$q(v11, v9) = v12) | ~ (fun_app$e(v12, % 116.85/16.73 | | v10) = 0) | ~ T$(v10) | ~ T$(v9) | ~ F$(v8) | ? % 116.85/16.73 | | [v13: M$] : ? [v14: O_o_bool_fun_fun$] : ? [v15: O$] : ? % 116.85/16.73 | | [v16: O_bool_fun$] : ? [v17: O$] : (fun_app$ae(v7, v8) = % 116.85/16.73 | | v13 & fun_app$ad(v5, v10) = v17 & fun_app$ad(v5, v9) = % 116.85/16.73 | | v15 & mapsTo$(all_837_0, v13) = v14 & fun_app$r(v14, v15) % 116.85/16.73 | | = v16 & fun_app$f(v16, v17) = 0 & O_o_bool_fun_fun$(v14) % 116.85/16.73 | | & O_bool_fun$(v16) & O$(v17) & O$(v15) & M$(v13))) & ! % 116.85/16.73 | | [v8: T$] : ! [v9: O$] : ( ~ (fun_app$ad(v5, v8) = v9) | ~ % 116.85/16.73 | | T$(v8) | ? [v10: any] : ? [v11: any] : (member$e(v9, v6) % 116.85/16.73 | | = v11 & member$d(v8, v4) = v10 & ( ~ (v10 = 0) | v11 = % 116.85/16.73 | | 0))) & ! [v8: T$] : ( ~ (member$d(v8, v4) = 0) | ~ % 116.85/16.73 | | T$(v8) | ? [v9: O$] : (fun_app$ad(v5, v8) = v9 & % 116.85/16.73 | | member$e(v9, v6) = 0 & O$(v9)))))) % 116.85/16.73 | | % 116.85/16.73 | | GROUND_INST: instantiating (41) with i$, all_837_0, simplifying with (52), % 116.85/16.73 | | (78) gives: % 116.85/16.73 | | (332) ? [v0: T_f_unit_Signature_ext$] : ? [v1: T_o_fun$] : ? [v2: % 116.85/16.73 | | F_m_fun$] : ? [v3: Unit$] : (interpretation_ext$(v0, all_837_0, % 116.85/16.73 | | v1, v2, v3) = i$ & more$(i$) = v3 & iFunctions$(i$) = v2 & % 116.85/16.73 | | iTypes$(i$) = v1 & iSignature$(i$) = v0 & F_m_fun$(v2) & % 116.85/16.73 | | Unit$(v3) & T_f_unit_Signature_ext$(v0) & T_o_fun$(v1)) % 116.85/16.73 | | % 116.85/16.73 | | GROUND_INST: instantiating (37) with i$, all_1028_1, simplifying with (52), % 116.85/16.73 | | (162) gives: % 116.85/16.73 | | (333) ? [v0: O_m_unit_Category_ext$] : ? [v1: any] : ? [v2: % 116.85/16.73 | | T_f_unit_Signature_ext$] : ? [v3: any] : ? [v4: T_set$] : ? % 116.85/16.73 | | [v5: T_o_fun$] : ? [v6: O_set$] : ? [v7: any] : ? [v8: F$] : ? % 116.85/16.73 | | [v9: T$] : ? [v10: T$] : ? [v11: T_t_bool_fun_fun$] : ? [v12: % 116.85/16.73 | | T_bool_fun$] : ? [v13: int] : ? [v14: M$] : ? [v15: % 116.85/16.73 | | O_o_bool_fun_fun$] : ? [v16: O$] : ? [v17: O_bool_fun$] : ? % 116.85/16.73 | | [v18: O$] : ? [v19: int] : ? [v20: T$] : ? [v21: int] : ? [v22: % 116.85/16.73 | | O$] : ? [v23: int] : (baseTypes$(v2) = v4 & obj$(v0) = v6 & % 116.85/16.73 | | category$(v0) = v1 & iCategory$(i$) = v0 & iTypes$(i$) = v5 & % 116.85/16.73 | | signature$(v2) = v3 & iSignature$(i$) = v2 & interpretation$(i$) % 116.85/16.73 | | = v7 & O_m_unit_Category_ext$(v0) & T_set$(v4) & T$(v20) & % 116.85/16.73 | | T$(v10) & T$(v9) & T_f_unit_Signature_ext$(v2) & O_set$(v6) & % 116.85/16.73 | | F$(v8) & T_o_fun$(v5) & ( ~ (v3 = 0) | ~ (v1 = 0) | v7 = 0 | % 116.85/16.73 | | (v21 = 0 & ~ (v23 = 0) & fun_app$ad(v5, v20) = v22 & % 116.85/16.73 | | member$e(v22, v6) = v23 & member$d(v20, v4) = 0 & O$(v22)) | % 116.85/16.73 | | (v13 = 0 & ~ (v19 = 0) & fun_app$ae(all_1028_1, v8) = v14 & % 116.85/16.73 | | fun_app$ad(v5, v10) = v18 & fun_app$ad(v5, v9) = v16 & % 116.85/16.73 | | mapsTo$(v0, v14) = v15 & funsignature_abbrev$(v8, v2) = v11 & % 116.85/16.73 | | fun_app$r(v15, v16) = v17 & fun_app$q(v11, v9) = v12 & % 116.85/16.73 | | fun_app$f(v17, v18) = v19 & fun_app$e(v12, v10) = 0 & % 116.85/16.73 | | T_bool_fun$(v12) & O_o_bool_fun_fun$(v15) & O_bool_fun$(v17) % 116.85/16.73 | | & T_t_bool_fun_fun$(v11) & O$(v18) & O$(v16) & M$(v14)))) % 116.85/16.73 | | % 116.85/16.73 | | GROUND_INST: instantiating (33) with i$, all_1028_1, simplifying with (52), % 116.85/16.73 | | (162) gives: % 116.85/16.73 | | (334) ? [v0: any] : ? [v1: O_m_unit_Category_ext$] : ? [v2: any] : ? % 116.85/16.73 | | [v3: T_f_unit_Signature_ext$] : ? [v4: any] : ? [v5: T_set$] : ? % 116.85/16.73 | | [v6: T_o_fun$] : ? [v7: O_set$] : (baseTypes$(v3) = v5 & obj$(v1) % 116.85/16.73 | | = v7 & category$(v1) = v2 & iCategory$(i$) = v1 & iTypes$(i$) = % 116.85/16.73 | | v6 & signature$(v3) = v4 & iSignature$(i$) = v3 & % 116.85/16.73 | | interpretation$(i$) = v0 & O_m_unit_Category_ext$(v1) & % 116.85/16.73 | | T_set$(v5) & T_f_unit_Signature_ext$(v3) & O_set$(v7) & % 116.85/16.73 | | T_o_fun$(v6) & ( ~ (v0 = 0) | (v4 = 0 & v2 = 0 & ! [v8: F$] : ! % 116.85/16.73 | | [v9: T$] : ! [v10: T$] : ! [v11: M$] : ! [v12: % 116.85/16.73 | | O_o_bool_fun_fun$] : ! [v13: O$] : ! [v14: O_bool_fun$] : % 116.85/16.73 | | ! [v15: O$] : ! [v16: int] : (v16 = 0 | ~ % 116.85/16.73 | | (fun_app$ae(all_1028_1, v8) = v11) | ~ (fun_app$ad(v6, % 116.85/16.73 | | v10) = v15) | ~ (fun_app$ad(v6, v9) = v13) | ~ % 116.85/16.73 | | (mapsTo$(v1, v11) = v12) | ~ (fun_app$r(v12, v13) = v14) | % 116.85/16.73 | | ~ (fun_app$f(v14, v15) = v16) | ~ T$(v10) | ~ T$(v9) | % 116.85/16.73 | | ~ F$(v8) | ? [v17: T_t_bool_fun_fun$] : ? [v18: % 116.85/16.73 | | T_bool_fun$] : ? [v19: int] : ( ~ (v19 = 0) & % 116.85/16.73 | | funsignature_abbrev$(v8, v3) = v17 & fun_app$q(v17, v9) = % 116.85/16.73 | | v18 & fun_app$e(v18, v10) = v19 & T_bool_fun$(v18) & % 116.85/16.73 | | T_t_bool_fun_fun$(v17))) & ! [v8: F$] : ! [v9: T$] : ! % 116.85/16.73 | | [v10: T$] : ! [v11: T_t_bool_fun_fun$] : ! [v12: % 116.85/16.73 | | T_bool_fun$] : ( ~ (funsignature_abbrev$(v8, v3) = v11) | % 116.85/16.73 | | ~ (fun_app$q(v11, v9) = v12) | ~ (fun_app$e(v12, v10) = 0) % 116.85/16.73 | | | ~ T$(v10) | ~ T$(v9) | ~ F$(v8) | ? [v13: M$] : ? % 116.85/16.73 | | [v14: O_o_bool_fun_fun$] : ? [v15: O$] : ? [v16: % 116.85/16.73 | | O_bool_fun$] : ? [v17: O$] : (fun_app$ae(all_1028_1, v8) % 116.85/16.73 | | = v13 & fun_app$ad(v6, v10) = v17 & fun_app$ad(v6, v9) = % 116.85/16.73 | | v15 & mapsTo$(v1, v13) = v14 & fun_app$r(v14, v15) = v16 % 116.85/16.73 | | & fun_app$f(v16, v17) = 0 & O_o_bool_fun_fun$(v14) & % 116.85/16.73 | | O_bool_fun$(v16) & O$(v17) & O$(v15) & M$(v13))) & ! % 116.85/16.73 | | [v8: T$] : ! [v9: O$] : ( ~ (fun_app$ad(v6, v8) = v9) | ~ % 116.85/16.73 | | T$(v8) | ? [v10: any] : ? [v11: any] : (member$e(v9, v7) % 116.85/16.73 | | = v11 & member$d(v8, v5) = v10 & ( ~ (v10 = 0) | v11 = % 116.85/16.73 | | 0))) & ! [v8: T$] : ( ~ (member$d(v8, v5) = 0) | ~ % 116.85/16.73 | | T$(v8) | ? [v9: O$] : (fun_app$ad(v6, v8) = v9 & % 116.85/16.73 | | member$e(v9, v7) = 0 & O$(v9)))))) % 116.85/16.73 | | % 116.85/16.73 | | GROUND_INST: instantiating (42) with i$, all_1028_1, simplifying with (52), % 116.85/16.73 | | (162) gives: % 116.85/16.73 | | (335) ? [v0: T_f_unit_Signature_ext$] : ? [v1: O_m_unit_Category_ext$] % 116.85/16.73 | | : ? [v2: T_o_fun$] : ? [v3: Unit$] : (interpretation_ext$(v0, v1, % 116.85/16.73 | | v2, all_1028_1, v3) = i$ & more$(i$) = v3 & iCategory$(i$) = v1 % 116.85/16.73 | | & iTypes$(i$) = v2 & iSignature$(i$) = v0 & Unit$(v3) & % 116.85/16.73 | | O_m_unit_Category_ext$(v1) & T_f_unit_Signature_ext$(v0) & % 116.85/16.73 | | T_o_fun$(v2)) % 116.85/16.73 | | % 116.85/16.73 | | GROUND_INST: instantiating (44) with all_837_0, all_1016_0, simplifying with % 116.85/16.73 | | (247), (262) gives: % 116.85/16.74 | | (336) ? [v0: M_set$] : ? [v1: M_o_fun$] : ? [v2: M_o_fun$] : ? [v3: % 116.85/16.74 | | O_m_fun$] : ? [v4: M_m_m_fun_fun$] : ? [v5: M_m_bool_fun_fun$] % 116.85/16.74 | | : ? [v6: any] : ? [v7: M$] : ? [v8: O$] : ? [v9: O$] : ? [v10: % 116.85/16.74 | | M$] : ? [v11: O$] : ? [v12: O_o_bool_fun_fun$] : ? [v13: % 116.85/16.74 | | O_bool_fun$] : ? [v14: int] : ? [v15: O_o_bool_fun_fun$] : ? % 116.85/16.74 | | [v16: O_bool_fun$] : ? [v17: int] : ? [v18: M_m_fun$] : ? [v19: % 116.85/16.74 | | M$] : ? [v20: O_o_bool_fun_fun$] : ? [v21: O_bool_fun$] : ? % 116.85/16.74 | | [v22: int] : ? [v23: M$] : ? [v24: M$] : ? [v25: M$] : ? [v26: % 116.85/16.74 | | M_bool_fun$] : ? [v27: int] : ? [v28: M_bool_fun$] : ? [v29: % 116.85/16.74 | | int] : ? [v30: M_m_fun$] : ? [v31: M$] : ? [v32: M_m_fun$] : % 116.85/16.74 | | ? [v33: M$] : ? [v34: M_m_fun$] : ? [v35: M$] : ? [v36: M$] : ? % 116.85/16.74 | | [v37: M$] : ? [v38: int] : ? [v39: M_m_fun$] : ? [v40: O$] : ? % 116.85/16.74 | | [v41: M$] : ? [v42: M$] : ? [v43: M$] : ? [v44: int] : ? [v45: % 116.85/16.74 | | O$] : ? [v46: M$] : ? [v47: M_m_fun$] : ? [v48: M$] : ? [v49: % 116.85/16.74 | | O$] : ? [v50: int] : ? [v51: M$] : ? [v52: O_o_bool_fun_fun$] % 116.85/16.74 | | : ? [v53: O_bool_fun$] : ? [v54: int] : ? [v55: M$] : ? [v56: % 116.85/16.74 | | int] : ? [v57: O$] : ? [v58: int] : ? [v59: M$] : ? [v60: % 116.85/16.74 | | int] : ? [v61: O$] : ? [v62: int] : % 116.85/16.74 | | (category_axioms$(all_837_0) = v6 & mor$(all_837_0) = v0 & % 116.85/16.74 | | dom$(all_837_0) = v1 & cod$(all_837_0) = v2 & id$(all_837_0) = v3 % 116.85/16.74 | | & comp$(all_837_0) = v4 & compDefined$(all_837_0) = v5 & % 116.85/16.74 | | M_set$(v0) & M_o_fun$(v2) & M_o_fun$(v1) & M_m_bool_fun_fun$(v5) % 116.85/16.74 | | & O$(v49) & O$(v11) & O$(v9) & O$(v8) & M$(v59) & M$(v55) & % 116.85/16.74 | | M$(v43) & M$(v37) & M$(v25) & M$(v24) & M$(v23) & M$(v10) & % 116.85/16.74 | | M$(v7) & O_m_fun$(v3) & M_m_m_fun_fun$(v4) & (v6 = 0 | (v60 = 0 & % 116.85/16.74 | | ~ (v62 = 0) & fun_app$al(v1, v59) = v61 & member$f(v59, v0) % 116.85/16.74 | | = 0 & member$e(v61, all_1016_0) = v62 & O$(v61)) | (v56 = 0 & % 116.85/16.74 | | ~ (v58 = 0) & fun_app$al(v2, v55) = v57 & member$f(v55, v0) % 116.85/16.74 | | = 0 & member$e(v57, all_1016_0) = v58 & O$(v57)) | (v50 = 0 & % 116.85/16.74 | | ~ (v54 = 0) & fun_app$af(v3, v49) = v51 & mapsTo$(all_837_0, % 116.85/16.74 | | v51) = v52 & fun_app$r(v52, v49) = v53 & member$e(v49, % 116.85/16.74 | | all_1016_0) = 0 & fun_app$f(v53, v49) = v54 & % 116.85/16.74 | | O_o_bool_fun_fun$(v52) & O_bool_fun$(v53) & M$(v51)) | (v44 = % 116.85/16.74 | | 0 & ~ (v48 = v43) & fun_app$al(v1, v43) = v45 & % 116.85/16.74 | | fun_app$af(v3, v45) = v46 & fun_app$v(v4, v46) = v47 & % 116.85/16.74 | | fun_app$u(v47, v43) = v48 & member$f(v43, v0) = 0 & % 116.85/16.74 | | M_m_fun$(v47) & O$(v45) & M$(v48) & M$(v46)) | (v38 = 0 & ~ % 116.85/16.74 | | (v42 = v37) & fun_app$al(v2, v37) = v40 & fun_app$af(v3, v40) % 116.85/16.74 | | = v41 & fun_app$v(v4, v37) = v39 & fun_app$u(v39, v41) = v42 % 116.85/16.74 | | & member$f(v37, v0) = 0 & M_m_fun$(v39) & O$(v40) & M$(v42) & % 116.85/16.74 | | M$(v41)) | (v29 = 0 & v27 = 0 & ~ (v36 = v33) & % 116.85/16.74 | | fun_app$v(v4, v31) = v32 & fun_app$v(v4, v24) = v34 & % 116.85/16.74 | | fun_app$v(v4, v23) = v30 & fun_app$u(v34, v25) = v35 & % 116.85/16.74 | | fun_app$u(v32, v25) = v33 & fun_app$u(v30, v35) = v36 & % 116.85/16.74 | | fun_app$u(v30, v24) = v31 & fun_app$s(v5, v24) = v28 & % 116.85/16.74 | | fun_app$s(v5, v23) = v26 & fun_app$g(v28, v25) = 0 & % 116.85/16.74 | | fun_app$g(v26, v24) = 0 & M_m_fun$(v34) & M_m_fun$(v32) & % 116.85/16.74 | | M_m_fun$(v30) & M_bool_fun$(v28) & M_bool_fun$(v26) & M$(v36) % 116.85/16.74 | | & M$(v35) & M$(v33) & M$(v31)) | (v17 = 0 & v14 = 0 & ~ (v22 % 116.85/16.74 | | = 0) & mapsTo$(all_837_0, v19) = v20 & mapsTo$(all_837_0, % 116.85/16.74 | | v10) = v15 & mapsTo$(all_837_0, v7) = v12 & fun_app$v(v4, % 116.85/16.74 | | v7) = v18 & fun_app$u(v18, v10) = v19 & fun_app$r(v20, v8) % 116.85/16.74 | | = v21 & fun_app$r(v15, v9) = v16 & fun_app$r(v12, v8) = v13 & % 116.85/16.74 | | fun_app$f(v21, v11) = v22 & fun_app$f(v16, v11) = 0 & % 116.85/16.74 | | fun_app$f(v13, v9) = 0 & M_m_fun$(v18) & % 116.85/16.74 | | O_o_bool_fun_fun$(v20) & O_o_bool_fun_fun$(v15) & % 116.85/16.74 | | O_o_bool_fun_fun$(v12) & O_bool_fun$(v21) & O_bool_fun$(v16) % 116.85/16.74 | | & O_bool_fun$(v13) & M$(v19)))) % 116.85/16.74 | | % 116.85/16.74 | | GROUND_INST: instantiating (46) with all_837_0, all_1016_0, simplifying with % 116.85/16.74 | | (247), (262) gives: % 116.85/16.74 | | (337) ? [v0: any] : ? [v1: M_o_fun$] : ? [v2: M_set$] : ? [v3: % 116.85/16.74 | | M_o_fun_set$] : ? [v4: any] : ? [v5: M_o_fun$] : ? [v6: any] : % 116.85/16.74 | | ? [v7: O_m_fun$] : ? [v8: O_m_fun_set$] : ? [v9: any] : ? [v10: % 116.85/16.74 | | M_m_m_fun_fun$] : ? [v11: M_m_prod_m_fun$] : ? [v12: % 116.85/16.74 | | M_m_prod_bool_fun$] : ? [v13: M_m_prod_set$] : ? [v14: % 116.85/16.74 | | M_m_prod_m_fun_set$] : ? [v15: any] : (extensional$b(v13) = v14 % 116.85/16.74 | | & extensional$a(all_1016_0) = v8 & extensional$(v2) = v3 & % 116.85/16.74 | | extCategory$(all_837_0) = v0 & mor$(all_837_0) = v2 & % 116.85/16.74 | | dom$(all_837_0) = v1 & cod$(all_837_0) = v5 & id$(all_837_0) = v7 % 116.85/16.74 | | & comp$(all_837_0) = v10 & case_prod$(v10) = v11 & collect$(v12) % 116.85/16.74 | | = v13 & uul$(all_837_0) = v12 & member$c(v5, v3) = v6 & % 116.85/16.74 | | member$c(v1, v3) = v4 & member$b(v7, v8) = v9 & member$a(v11, % 116.85/16.74 | | v14) = v15 & M_m_prod_set$(v13) & M_o_fun_set$(v3) & % 116.85/16.74 | | O_m_fun_set$(v8) & M_m_prod_bool_fun$(v12) & M_set$(v2) & % 116.85/16.74 | | M_o_fun$(v5) & M_o_fun$(v1) & M_m_prod_m_fun_set$(v14) & % 116.85/16.74 | | O_m_fun$(v7) & M_m_prod_m_fun$(v11) & M_m_m_fun_fun$(v10) & ( ~ % 116.85/16.74 | | (v0 = 0) | (v15 = 0 & v9 = 0 & v6 = 0 & v4 = 0))) % 116.85/16.74 | | % 116.85/16.74 | | GROUND_INST: instantiating (47) with all_837_0, all_1016_0, simplifying with % 116.85/16.74 | | (247), (262) gives: % 116.85/16.74 | | (338) ? [v0: M_o_fun$] : ? [v1: M_set$] : ? [v2: M_o_fun_set$] : ? % 116.85/16.74 | | [v3: any] : ? [v4: M_o_fun$] : ? [v5: any] : ? [v6: O_m_fun$] : % 116.85/16.74 | | ? [v7: O_m_fun_set$] : ? [v8: any] : ? [v9: M_m_m_fun_fun$] : ? % 116.85/16.74 | | [v10: M_m_prod_m_fun$] : ? [v11: M_m_prod_bool_fun$] : ? [v12: % 116.85/16.74 | | M_m_prod_set$] : ? [v13: M_m_prod_m_fun_set$] : ? [v14: any] : % 116.85/16.74 | | ? [v15: any] : (extensional$b(v12) = v13 & % 116.85/16.74 | | extensional$a(all_1016_0) = v7 & extensional$(v1) = v2 & % 116.85/16.74 | | extCategory$(all_837_0) = v15 & mor$(all_837_0) = v1 & % 116.85/16.74 | | dom$(all_837_0) = v0 & cod$(all_837_0) = v4 & id$(all_837_0) = v6 % 116.85/16.74 | | & comp$(all_837_0) = v9 & case_prod$(v9) = v10 & collect$(v11) = % 116.85/16.74 | | v12 & uul$(all_837_0) = v11 & member$c(v4, v2) = v5 & % 116.85/16.74 | | member$c(v0, v2) = v3 & member$b(v6, v7) = v8 & member$a(v10, % 116.85/16.74 | | v13) = v14 & M_m_prod_set$(v12) & M_o_fun_set$(v2) & % 116.85/16.74 | | O_m_fun_set$(v7) & M_m_prod_bool_fun$(v11) & M_set$(v1) & % 116.85/16.74 | | M_o_fun$(v4) & M_o_fun$(v0) & M_m_prod_m_fun_set$(v13) & % 116.85/16.74 | | O_m_fun$(v6) & M_m_prod_m_fun$(v10) & M_m_m_fun_fun$(v9) & ( ~ % 116.85/16.74 | | (v14 = 0) | ~ (v8 = 0) | ~ (v5 = 0) | ~ (v3 = 0) | v15 = 0)) % 116.85/16.74 | | % 116.85/16.74 | | GROUND_INST: instantiating (43) with all_837_0, all_1016_0, simplifying with % 116.85/16.74 | | (247), (262) gives: % 116.85/16.75 | | (339) ? [v0: any] : ? [v1: M_set$] : ? [v2: M_o_fun$] : ? [v3: % 116.85/16.75 | | M_o_fun$] : ? [v4: O_m_fun$] : ? [v5: M_m_m_fun_fun$] : ? [v6: % 116.85/16.75 | | M_m_bool_fun_fun$] : (category_axioms$(all_837_0) = v0 & % 116.85/16.75 | | mor$(all_837_0) = v1 & dom$(all_837_0) = v2 & cod$(all_837_0) = % 116.85/16.75 | | v3 & id$(all_837_0) = v4 & comp$(all_837_0) = v5 & % 116.85/16.75 | | compDefined$(all_837_0) = v6 & M_set$(v1) & M_o_fun$(v3) & % 116.85/16.75 | | M_o_fun$(v2) & M_m_bool_fun_fun$(v6) & O_m_fun$(v4) & % 116.85/16.75 | | M_m_m_fun_fun$(v5) & ( ~ (v0 = 0) | ( ! [v7: M$] : ! [v8: O$] : % 116.85/16.75 | | ! [v9: O$] : ! [v10: M$] : ! [v11: O$] : ! [v12: % 116.85/16.75 | | O_o_bool_fun_fun$] : ! [v13: O_bool_fun$] : ! [v14: % 116.85/16.75 | | M_m_fun$] : ! [v15: M$] : ! [v16: O_o_bool_fun_fun$] : ! % 116.85/16.75 | | [v17: O_bool_fun$] : ! [v18: int] : (v18 = 0 | ~ % 116.85/16.75 | | (mapsTo$(all_837_0, v15) = v16) | ~ (mapsTo$(all_837_0, % 116.85/16.75 | | v10) = v12) | ~ (fun_app$v(v5, v7) = v14) | ~ % 116.85/16.75 | | (fun_app$u(v14, v10) = v15) | ~ (fun_app$r(v16, v8) = v17) % 116.85/16.75 | | | ~ (fun_app$r(v12, v9) = v13) | ~ (fun_app$f(v17, v11) = % 116.85/16.75 | | v18) | ~ (fun_app$f(v13, v11) = 0) | ~ O$(v11) | ~ % 116.85/16.75 | | O$(v9) | ~ O$(v8) | ~ M$(v10) | ~ M$(v7) | ? [v19: % 116.85/16.75 | | O_o_bool_fun_fun$] : ? [v20: O_bool_fun$] : ? [v21: % 116.85/16.75 | | int] : ( ~ (v21 = 0) & mapsTo$(all_837_0, v7) = v19 & % 116.85/16.75 | | fun_app$r(v19, v8) = v20 & fun_app$f(v20, v9) = v21 & % 116.85/16.75 | | O_o_bool_fun_fun$(v19) & O_bool_fun$(v20))) & ! [v7: M$] % 116.85/16.75 | | : ! [v8: O$] : ! [v9: O$] : ! [v10: M$] : ! [v11: O$] : % 116.85/16.75 | | ! [v12: O_o_bool_fun_fun$] : ! [v13: O_bool_fun$] : ! [v14: % 116.85/16.75 | | M_m_fun$] : ! [v15: M$] : ! [v16: O_o_bool_fun_fun$] : ! % 116.85/16.75 | | [v17: O_bool_fun$] : ! [v18: int] : (v18 = 0 | ~ % 116.85/16.75 | | (mapsTo$(all_837_0, v15) = v16) | ~ (mapsTo$(all_837_0, % 116.85/16.75 | | v7) = v12) | ~ (fun_app$v(v5, v7) = v14) | ~ % 116.85/16.75 | | (fun_app$u(v14, v10) = v15) | ~ (fun_app$r(v16, v8) = v17) % 116.85/16.75 | | | ~ (fun_app$r(v12, v8) = v13) | ~ (fun_app$f(v17, v11) = % 116.85/16.75 | | v18) | ~ (fun_app$f(v13, v9) = 0) | ~ O$(v11) | ~ % 116.85/16.75 | | O$(v9) | ~ O$(v8) | ~ M$(v10) | ~ M$(v7) | ? [v19: % 116.85/16.75 | | O_o_bool_fun_fun$] : ? [v20: O_bool_fun$] : ? [v21: % 116.85/16.75 | | int] : ( ~ (v21 = 0) & mapsTo$(all_837_0, v10) = v19 & % 116.85/16.75 | | fun_app$r(v19, v9) = v20 & fun_app$f(v20, v11) = v21 & % 116.85/16.75 | | O_o_bool_fun_fun$(v19) & O_bool_fun$(v20))) & ! [v7: M$] % 116.85/16.75 | | : ! [v8: O$] : ! [v9: O$] : ! [v10: M$] : ! [v11: O$] : % 116.85/16.75 | | ! [v12: O_o_bool_fun_fun$] : ! [v13: O_bool_fun$] : ! [v14: % 116.85/16.75 | | O_o_bool_fun_fun$] : ! [v15: O_bool_fun$] : ( ~ % 116.85/16.75 | | (mapsTo$(all_837_0, v10) = v14) | ~ (mapsTo$(all_837_0, % 116.85/16.75 | | v7) = v12) | ~ (fun_app$r(v14, v9) = v15) | ~ % 116.85/16.75 | | (fun_app$r(v12, v8) = v13) | ~ (fun_app$f(v15, v11) = 0) | % 116.85/16.75 | | ~ (fun_app$f(v13, v9) = 0) | ~ O$(v11) | ~ O$(v9) | ~ % 116.85/16.75 | | O$(v8) | ~ M$(v10) | ~ M$(v7) | ? [v16: M_m_fun$] : ? % 116.85/16.75 | | [v17: M$] : ? [v18: O_o_bool_fun_fun$] : ? [v19: % 116.85/16.75 | | O_bool_fun$] : (mapsTo$(all_837_0, v17) = v18 & % 116.85/16.75 | | fun_app$v(v5, v7) = v16 & fun_app$u(v16, v10) = v17 & % 116.85/16.75 | | fun_app$r(v18, v8) = v19 & fun_app$f(v19, v11) = 0 & % 116.85/16.75 | | M_m_fun$(v16) & O_o_bool_fun_fun$(v18) & O_bool_fun$(v19) % 116.85/16.75 | | & M$(v17))) & ! [v7: M$] : ! [v8: M$] : ! [v9: M$] : % 116.85/16.75 | | ! [v10: M_m_fun$] : ! [v11: M$] : ! [v12: M_m_fun$] : ! % 116.85/16.75 | | [v13: M$] : ( ~ (fun_app$v(v5, v11) = v12) | ~ % 116.85/16.75 | | (fun_app$v(v5, v7) = v10) | ~ (fun_app$u(v12, v9) = v13) | % 116.85/16.75 | | ~ (fun_app$u(v10, v8) = v11) | ~ M$(v9) | ~ M$(v8) | ~ % 116.85/16.75 | | M$(v7) | ? [v14: M_bool_fun$] : ? [v15: any] : ? [v16: % 116.85/16.75 | | M_bool_fun$] : ? [v17: any] : ? [v18: M_m_fun$] : ? % 116.85/16.75 | | [v19: M$] : ? [v20: M$] : (fun_app$v(v5, v8) = v18 & % 116.85/16.75 | | fun_app$u(v18, v9) = v19 & fun_app$u(v10, v19) = v20 & % 116.85/16.75 | | fun_app$s(v6, v8) = v16 & fun_app$s(v6, v7) = v14 & % 116.85/16.75 | | fun_app$g(v16, v9) = v17 & fun_app$g(v14, v8) = v15 & % 116.85/16.75 | | M_m_fun$(v18) & M_bool_fun$(v16) & M_bool_fun$(v14) & % 116.85/16.75 | | M$(v20) & M$(v19) & ( ~ (v17 = 0) | ~ (v15 = 0) | v20 = % 116.85/16.75 | | v13))) & ! [v7: M$] : ! [v8: M$] : ! [v9: M$] : ! % 116.85/16.75 | | [v10: M_m_fun$] : ! [v11: M_m_fun$] : ! [v12: M$] : ! % 116.85/16.75 | | [v13: M$] : ( ~ (fun_app$v(v5, v8) = v11) | ~ (fun_app$v(v5, % 116.85/16.75 | | v7) = v10) | ~ (fun_app$u(v11, v9) = v12) | ~ % 116.85/16.75 | | (fun_app$u(v10, v12) = v13) | ~ M$(v9) | ~ M$(v8) | ~ % 116.85/16.75 | | M$(v7) | ? [v14: M_bool_fun$] : ? [v15: any] : ? [v16: % 116.85/16.75 | | M_bool_fun$] : ? [v17: any] : ? [v18: M$] : ? [v19: % 116.85/16.75 | | M_m_fun$] : ? [v20: M$] : (fun_app$v(v5, v18) = v19 & % 116.85/16.75 | | fun_app$u(v19, v9) = v20 & fun_app$u(v10, v8) = v18 & % 116.85/16.75 | | fun_app$s(v6, v8) = v16 & fun_app$s(v6, v7) = v14 & % 116.85/16.75 | | fun_app$g(v16, v9) = v17 & fun_app$g(v14, v8) = v15 & % 116.85/16.75 | | M_m_fun$(v19) & M_bool_fun$(v16) & M_bool_fun$(v14) & % 116.85/16.75 | | M$(v20) & M$(v18) & ( ~ (v17 = 0) | ~ (v15 = 0) | v20 = % 116.85/16.75 | | v13))) & ! [v7: M$] : ! [v8: O$] : ( ~ % 116.85/16.75 | | (fun_app$al(v3, v7) = v8) | ~ M$(v7) | ? [v9: any] : ? % 116.85/16.75 | | [v10: M_m_fun$] : ? [v11: M$] : ? [v12: M$] : % 116.85/16.75 | | (fun_app$af(v4, v8) = v11 & fun_app$v(v5, v7) = v10 & % 116.85/16.75 | | fun_app$u(v10, v11) = v12 & member$f(v7, v1) = v9 & % 116.85/16.75 | | M_m_fun$(v10) & M$(v12) & M$(v11) & ( ~ (v9 = 0) | v12 = % 116.85/16.75 | | v7))) & ! [v7: M$] : ! [v8: O$] : ( ~ (fun_app$al(v3, % 116.85/16.75 | | v7) = v8) | ~ M$(v7) | ? [v9: any] : ? [v10: any] : % 116.85/16.75 | | (member$f(v7, v1) = v9 & member$e(v8, all_1016_0) = v10 & ( % 116.85/16.75 | | ~ (v9 = 0) | v10 = 0))) & ! [v7: M$] : ! [v8: O$] : ( % 116.85/16.75 | | ~ (fun_app$al(v2, v7) = v8) | ~ M$(v7) | ? [v9: any] : ? % 116.85/16.75 | | [v10: M$] : ? [v11: M_m_fun$] : ? [v12: M$] : % 116.85/16.75 | | (fun_app$af(v4, v8) = v10 & fun_app$v(v5, v10) = v11 & % 116.85/16.75 | | fun_app$u(v11, v7) = v12 & member$f(v7, v1) = v9 & % 116.85/16.75 | | M_m_fun$(v11) & M$(v12) & M$(v10) & ( ~ (v9 = 0) | v12 = % 116.85/16.75 | | v7))) & ! [v7: M$] : ! [v8: O$] : ( ~ (fun_app$al(v2, % 116.85/16.75 | | v7) = v8) | ~ M$(v7) | ? [v9: any] : ? [v10: any] : % 116.85/16.75 | | (member$f(v7, v1) = v9 & member$e(v8, all_1016_0) = v10 & ( % 116.85/16.75 | | ~ (v9 = 0) | v10 = 0))) & ! [v7: O$] : ! [v8: M$] : ( % 116.85/16.75 | | ~ (fun_app$af(v4, v7) = v8) | ~ O$(v7) | ? [v9: any] : ? % 116.85/16.75 | | [v10: O_o_bool_fun_fun$] : ? [v11: O_bool_fun$] : ? [v12: % 116.85/16.75 | | any] : (mapsTo$(all_837_0, v8) = v10 & fun_app$r(v10, v7) % 116.85/16.75 | | = v11 & member$e(v7, all_1016_0) = v9 & fun_app$f(v11, % 116.85/16.75 | | v7) = v12 & O_o_bool_fun_fun$(v10) & O_bool_fun$(v11) & % 116.85/16.75 | | ( ~ (v9 = 0) | v12 = 0))) & ! [v7: M$] : ! [v8: % 116.85/16.75 | | M_m_fun$] : ( ~ (fun_app$v(v5, v7) = v8) | ~ M$(v7) | ? % 116.85/16.75 | | [v9: any] : ? [v10: O$] : ? [v11: M$] : ? [v12: M$] : % 116.85/16.75 | | (fun_app$al(v3, v7) = v10 & fun_app$af(v4, v10) = v11 & % 116.85/16.75 | | fun_app$u(v8, v11) = v12 & member$f(v7, v1) = v9 & % 116.85/16.75 | | O$(v10) & M$(v12) & M$(v11) & ( ~ (v9 = 0) | v12 = v7))) % 116.85/16.75 | | & ! [v7: M$] : ( ~ (member$f(v7, v1) = 0) | ~ M$(v7) | ? % 116.85/16.75 | | [v8: M_m_fun$] : ? [v9: O$] : ? [v10: M$] : % 116.85/16.75 | | (fun_app$al(v3, v7) = v9 & fun_app$af(v4, v9) = v10 & % 116.85/16.75 | | fun_app$v(v5, v7) = v8 & fun_app$u(v8, v10) = v7 & % 116.85/16.75 | | M_m_fun$(v8) & O$(v9) & M$(v10))) & ! [v7: M$] : ( ~ % 116.85/16.75 | | (member$f(v7, v1) = 0) | ~ M$(v7) | ? [v8: O$] : ? [v9: % 116.85/16.75 | | M$] : ? [v10: M_m_fun$] : (fun_app$al(v2, v7) = v8 & % 116.85/16.75 | | fun_app$af(v4, v8) = v9 & fun_app$v(v5, v9) = v10 & % 116.85/16.75 | | fun_app$u(v10, v7) = v7 & M_m_fun$(v10) & O$(v8) & % 116.85/16.75 | | M$(v9))) & ! [v7: M$] : ( ~ (member$f(v7, v1) = 0) | ~ % 116.85/16.75 | | M$(v7) | ? [v8: O$] : (fun_app$al(v3, v7) = v8 & % 116.85/16.75 | | member$e(v8, all_1016_0) = 0 & O$(v8))) & ! [v7: M$] : ( % 116.85/16.75 | | ~ (member$f(v7, v1) = 0) | ~ M$(v7) | ? [v8: O$] : % 116.85/16.75 | | (fun_app$al(v2, v7) = v8 & member$e(v8, all_1016_0) = 0 & % 116.85/16.75 | | O$(v8))) & ! [v7: O$] : ( ~ (member$e(v7, all_1016_0) = % 116.85/16.75 | | 0) | ~ O$(v7) | ? [v8: M$] : ? [v9: O_o_bool_fun_fun$] % 116.85/16.75 | | : ? [v10: O_bool_fun$] : (fun_app$af(v4, v7) = v8 & % 116.85/16.75 | | mapsTo$(all_837_0, v8) = v9 & fun_app$r(v9, v7) = v10 & % 116.85/16.75 | | fun_app$f(v10, v7) = 0 & O_o_bool_fun_fun$(v9) & % 116.85/16.75 | | O_bool_fun$(v10) & M$(v8)))))) % 116.85/16.75 | | % 116.85/16.75 | | GROUND_INST: instantiating (45) with all_837_0, all_1016_0, simplifying with % 116.85/16.75 | | (247), (262) gives: % 117.45/16.75 | | (340) ? [v0: M_set$] : ? [v1: M_o_fun$] : ? [v2: M_o_fun$] : ? [v3: % 117.45/16.75 | | O_m_fun$] : ? [v4: M_m_m_fun_fun$] : ? [v5: Unit$] : % 117.45/16.75 | | (category_ext$(all_1016_0, v0, v1, v2, v3, v4, v5) = all_837_0 & % 117.45/16.75 | | more$a(all_837_0) = v5 & mor$(all_837_0) = v0 & dom$(all_837_0) = % 117.45/16.75 | | v1 & cod$(all_837_0) = v2 & id$(all_837_0) = v3 & % 117.45/16.75 | | comp$(all_837_0) = v4 & Unit$(v5) & M_set$(v0) & M_o_fun$(v2) & % 117.45/16.75 | | M_o_fun$(v1) & O_m_fun$(v3) & M_m_m_fun_fun$(v4)) % 117.45/16.75 | | % 117.45/16.75 | | COMBINE_EQS: (308), (309) imply: % 117.45/16.75 | | (341) all_833_0 = g$ % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (329) with fresh symbols all_1127_0, all_1127_1, % 117.45/16.75 | | all_1127_2, all_1127_3 gives: % 117.45/16.75 | | (342) interpretation_ext$(all_1127_3, all_1127_2, all_1016_2, all_1127_1, % 117.45/16.75 | | all_1127_0) = i$ & more$(i$) = all_1127_0 & iFunctions$(i$) = % 117.45/16.75 | | all_1127_1 & iCategory$(i$) = all_1127_2 & iSignature$(i$) = % 117.45/16.75 | | all_1127_3 & F_m_fun$(all_1127_1) & Unit$(all_1127_0) & % 117.45/16.75 | | O_m_unit_Category_ext$(all_1127_2) & % 117.45/16.75 | | T_f_unit_Signature_ext$(all_1127_3) % 117.45/16.75 | | % 117.45/16.75 | | ALPHA: (342) implies: % 117.45/16.75 | | (343) iCategory$(i$) = all_1127_2 % 117.45/16.75 | | (344) iFunctions$(i$) = all_1127_1 % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (335) with fresh symbols all_1133_0, all_1133_1, % 117.45/16.75 | | all_1133_2, all_1133_3 gives: % 117.45/16.75 | | (345) interpretation_ext$(all_1133_3, all_1133_2, all_1133_1, all_1028_1, % 117.45/16.75 | | all_1133_0) = i$ & more$(i$) = all_1133_0 & iCategory$(i$) = % 117.45/16.75 | | all_1133_2 & iTypes$(i$) = all_1133_1 & iSignature$(i$) = % 117.45/16.75 | | all_1133_3 & Unit$(all_1133_0) & O_m_unit_Category_ext$(all_1133_2) % 117.45/16.75 | | & T_f_unit_Signature_ext$(all_1133_3) & T_o_fun$(all_1133_1) % 117.45/16.75 | | % 117.45/16.75 | | ALPHA: (345) implies: % 117.45/16.75 | | (346) iCategory$(i$) = all_1133_2 % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (332) with fresh symbols all_1135_0, all_1135_1, % 117.45/16.75 | | all_1135_2, all_1135_3 gives: % 117.45/16.75 | | (347) interpretation_ext$(all_1135_3, all_837_0, all_1135_2, all_1135_1, % 117.45/16.75 | | all_1135_0) = i$ & more$(i$) = all_1135_0 & iFunctions$(i$) = % 117.45/16.75 | | all_1135_1 & iTypes$(i$) = all_1135_2 & iSignature$(i$) = % 117.45/16.75 | | all_1135_3 & F_m_fun$(all_1135_1) & Unit$(all_1135_0) & % 117.45/16.75 | | T_f_unit_Signature_ext$(all_1135_3) & T_o_fun$(all_1135_2) % 117.45/16.75 | | % 117.45/16.75 | | ALPHA: (347) implies: % 117.45/16.75 | | (348) iFunctions$(i$) = all_1135_1 % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (323) with fresh symbols all_1139_0, all_1139_1, % 117.45/16.75 | | all_1139_2, all_1139_3 gives: % 117.45/16.75 | | (349) interpretation_ext$(all_835_0, all_1139_3, all_1139_2, all_1139_1, % 117.45/16.75 | | all_1139_0) = i$ & more$(i$) = all_1139_0 & iFunctions$(i$) = % 117.45/16.75 | | all_1139_1 & iCategory$(i$) = all_1139_3 & iTypes$(i$) = all_1139_2 % 117.45/16.75 | | & F_m_fun$(all_1139_1) & Unit$(all_1139_0) & % 117.45/16.75 | | O_m_unit_Category_ext$(all_1139_3) & T_o_fun$(all_1139_2) % 117.45/16.75 | | % 117.45/16.75 | | ALPHA: (349) implies: % 117.45/16.75 | | (350) iCategory$(i$) = all_1139_3 % 117.45/16.75 | | (351) iFunctions$(i$) = all_1139_1 % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (315) with fresh symbols all_1145_0, all_1145_1, % 117.45/16.75 | | all_1145_2, all_1145_3, all_1145_4 gives: % 117.45/16.75 | | (352) wellDefined$(all_835_0, all_1145_1) = 0 & funsignature_abbrev$(f$, % 117.45/16.75 | | all_835_0) = all_1145_3 & fun_app$y(all_858_2, ea$) = all_1145_4 % 117.45/16.75 | | & fun_app$x(all_1145_4, all_1145_2) = all_1145_1 & % 117.45/16.75 | | fun_app$q(all_1145_3, all_1145_2) = all_1145_0 & % 117.45/16.75 | | fun_app$e(all_1145_0, b$) = 0 & T_bool_fun$(all_1145_0) & % 117.45/16.75 | | T$(all_1145_2) & T_f_Language$(all_1145_1) & % 117.45/16.75 | | T_t_bool_fun_fun$(all_1145_3) & T_t_f_Language_fun$(all_1145_4) % 117.45/16.75 | | % 117.45/16.75 | | ALPHA: (352) implies: % 117.45/16.75 | | (353) funsignature_abbrev$(f$, all_835_0) = all_1145_3 % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (340) with fresh symbols all_1161_0, all_1161_1, % 117.45/16.75 | | all_1161_2, all_1161_3, all_1161_4, all_1161_5 gives: % 117.45/16.75 | | (354) category_ext$(all_1016_0, all_1161_5, all_1161_4, all_1161_3, % 117.45/16.75 | | all_1161_2, all_1161_1, all_1161_0) = all_837_0 & % 117.45/16.75 | | more$a(all_837_0) = all_1161_0 & mor$(all_837_0) = all_1161_5 & % 117.45/16.75 | | dom$(all_837_0) = all_1161_4 & cod$(all_837_0) = all_1161_3 & % 117.45/16.75 | | id$(all_837_0) = all_1161_2 & comp$(all_837_0) = all_1161_1 & % 117.45/16.75 | | Unit$(all_1161_0) & M_set$(all_1161_5) & M_o_fun$(all_1161_3) & % 117.45/16.75 | | M_o_fun$(all_1161_4) & O_m_fun$(all_1161_2) & % 117.45/16.75 | | M_m_m_fun_fun$(all_1161_1) % 117.45/16.75 | | % 117.45/16.75 | | ALPHA: (354) implies: % 117.45/16.75 | | (355) comp$(all_837_0) = all_1161_1 % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (325) with fresh symbols all_1163_0, all_1163_1, % 117.45/16.75 | | all_1163_2, all_1163_3, all_1163_4, all_1163_5, all_1163_6 gives: % 117.45/16.75 | | (356) baseTypes$(all_1163_5) = all_1163_4 & obj$(all_1163_2) = all_1163_1 % 117.45/16.75 | | & iCategory$(i$) = all_1163_2 & iSignature$(i$) = all_1163_5 & % 117.45/16.75 | | interpretation$(i$) = all_1163_6 & member$e(all_1026_5, all_1163_1) % 117.45/16.75 | | = all_1163_0 & member$d(b$a, all_1163_4) = all_1163_3 & % 117.45/16.75 | | O_m_unit_Category_ext$(all_1163_2) & T_set$(all_1163_4) & % 117.45/16.75 | | T_f_unit_Signature_ext$(all_1163_5) & O_set$(all_1163_1) & ( ~ % 117.45/16.75 | | (all_1163_3 = 0) | ~ (all_1163_6 = 0) | all_1163_0 = 0) % 117.45/16.75 | | % 117.45/16.75 | | ALPHA: (356) implies: % 117.45/16.75 | | (357) iCategory$(i$) = all_1163_2 % 117.45/16.75 | | % 117.45/16.75 | | DELTA: instantiating (326) with fresh symbols all_1165_0, all_1165_1, % 117.45/16.75 | | all_1165_2, all_1165_3, all_1165_4, all_1165_5, all_1165_6 gives: % 117.45/16.76 | | (358) baseTypes$(all_1165_5) = all_1165_4 & obj$(all_1165_2) = all_1165_1 % 117.45/16.76 | | & iCategory$(i$) = all_1165_2 & iSignature$(i$) = all_1165_5 & % 117.45/16.76 | | interpretation$(i$) = all_1165_6 & member$e(all_1026_6, all_1165_1) % 117.45/16.76 | | = all_1165_0 & member$d(a$, all_1165_4) = all_1165_3 & % 117.45/16.76 | | O_m_unit_Category_ext$(all_1165_2) & T_set$(all_1165_4) & % 117.45/16.76 | | T_f_unit_Signature_ext$(all_1165_5) & O_set$(all_1165_1) & ( ~ % 117.45/16.76 | | (all_1165_3 = 0) | ~ (all_1165_6 = 0) | all_1165_0 = 0) % 117.45/16.76 | | % 117.45/16.76 | | ALPHA: (358) implies: % 117.45/16.76 | | (359) iCategory$(i$) = all_1165_2 % 117.45/16.76 | | % 117.60/16.76 | | DELTA: instantiating (312) with fresh symbols all_1173_0, all_1173_1, % 117.60/16.76 | | all_1173_2, all_1173_3, all_1173_4, all_1173_5, all_1173_6, % 117.60/16.76 | | all_1173_7 gives: % 117.60/16.76 | | (360) iCategory$(i$) = all_1173_6 & iTypes$(i$) = all_1173_4 & % 117.60/16.76 | | fun_app$ad(all_1173_4, b$a) = all_1173_1 & fun_app$ad(all_1173_4, % 117.60/16.76 | | a$) = all_1173_3 & mapsTo$(all_1173_6, all_833_0) = all_1173_5 & % 117.60/16.76 | | interpretation$(i$) = all_1173_7 & fun_app$r(all_1173_5, % 117.60/16.76 | | all_1173_3) = all_1173_2 & fun_app$f(all_1173_2, all_1173_1) = % 117.60/16.76 | | all_1173_0 & O_m_unit_Category_ext$(all_1173_6) & % 117.60/16.76 | | O_o_bool_fun_fun$(all_1173_5) & O_bool_fun$(all_1173_2) & % 117.60/16.76 | | O$(all_1173_1) & O$(all_1173_3) & T_o_fun$(all_1173_4) & ( ~ % 117.60/16.76 | | (all_1173_7 = 0) | all_1173_0 = 0) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (360) implies: % 117.60/16.76 | | (361) iCategory$(i$) = all_1173_6 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (313) with fresh symbols all_1175_0, all_1175_1, % 117.60/16.76 | | all_1175_2, all_1175_3, all_1175_4, all_1175_5, all_1175_6, % 117.60/16.76 | | all_1175_7 gives: % 117.60/16.76 | | (362) iCategory$(i$) = all_1175_6 & iTypes$(i$) = all_1175_4 & % 117.60/16.76 | | fun_app$ad(all_1175_4, b$a) = all_1175_1 & fun_app$ad(all_1175_4, % 117.60/16.76 | | a$) = all_1175_3 & mapsTo$(all_1175_6, g$) = all_1175_5 & % 117.60/16.76 | | interpretation$(i$) = all_1175_7 & fun_app$r(all_1175_5, % 117.60/16.76 | | all_1175_3) = all_1175_2 & fun_app$f(all_1175_2, all_1175_1) = % 117.60/16.76 | | all_1175_0 & O_m_unit_Category_ext$(all_1175_6) & % 117.60/16.76 | | O_o_bool_fun_fun$(all_1175_5) & O_bool_fun$(all_1175_2) & % 117.60/16.76 | | O$(all_1175_1) & O$(all_1175_3) & T_o_fun$(all_1175_4) & ( ~ % 117.60/16.76 | | (all_1175_7 = 0) | all_1175_0 = 0) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (362) implies: % 117.60/16.76 | | (363) interpretation$(i$) = all_1175_7 % 117.60/16.76 | | (364) iCategory$(i$) = all_1175_6 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (314) with fresh symbols all_1177_0, all_1177_1, % 117.60/16.76 | | all_1177_2, all_1177_3, all_1177_4, all_1177_5, all_1177_6, % 117.60/16.76 | | all_1177_7, all_1177_8, all_1177_9 gives: % 117.60/16.76 | | (365) iCategory$(i$) = all_1177_8 & iTypes$(i$) = all_1177_7 & % 117.60/16.76 | | fun_app$ad(all_1177_7, b$a) = all_1177_5 & fun_app$ad(all_1177_7, % 117.60/16.76 | | a$) = all_1177_6 & interpretation$(i$) = all_1177_9 & % 117.60/16.76 | | O_m_unit_Category_ext$(all_1177_8) & O$(all_1177_5) & % 117.60/16.76 | | O$(all_1177_6) & M$(all_1177_4) & T_o_fun$(all_1177_7) & ( ~ % 117.60/16.76 | | (all_1177_9 = 0) | (all_1177_0 = 0 & all_1177_3 = i$a & % 117.60/16.76 | | mapsTo$(all_1177_8, all_1177_4) = all_1177_2 & % 117.60/16.76 | | fun_app$ac(iMor$, all_1177_4) = i$a & fun_app$r(all_1177_2, % 117.60/16.76 | | all_1177_6) = all_1177_1 & fun_app$f(all_1177_1, all_1177_5) % 117.60/16.76 | | = 0 & O_o_bool_fun_fun$(all_1177_2) & O_bool_fun$(all_1177_1))) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (365) implies: % 117.60/16.76 | | (366) interpretation$(i$) = all_1177_9 % 117.60/16.76 | | (367) iCategory$(i$) = all_1177_8 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (311) with fresh symbols all_1179_0, all_1179_1, % 117.60/16.76 | | all_1179_2, all_1179_3, all_1179_4, all_1179_5, all_1179_6, % 117.60/16.76 | | all_1179_7, all_1179_8, all_1179_9 gives: % 117.60/16.76 | | (368) iCategory$(i$) = all_1179_8 & iTypes$(i$) = all_1179_7 & % 117.60/16.76 | | fun_app$ad(all_1179_7, b$a) = all_1179_5 & fun_app$ad(all_1179_7, % 117.60/16.76 | | a$) = all_1179_6 & interpretation$(i$) = all_1179_9 & % 117.60/16.76 | | O_m_unit_Category_ext$(all_1179_8) & O$(all_1179_5) & % 117.60/16.76 | | O$(all_1179_6) & M$(all_1179_4) & T_o_fun$(all_1179_7) & ( ~ % 117.60/16.76 | | (all_1179_9 = 0) | (all_1179_0 = 0 & all_1179_3 = all_862_0 & % 117.60/16.76 | | mapsTo$(all_1179_8, all_1179_4) = all_1179_2 & % 117.60/16.76 | | fun_app$ac(iMor$, all_1179_4) = all_862_0 & % 117.60/16.76 | | fun_app$r(all_1179_2, all_1179_6) = all_1179_1 & % 117.60/16.76 | | fun_app$f(all_1179_1, all_1179_5) = 0 & % 117.60/16.76 | | O_o_bool_fun_fun$(all_1179_2) & O_bool_fun$(all_1179_1))) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (368) implies: % 117.60/16.76 | | (369) interpretation$(i$) = all_1179_9 % 117.60/16.76 | | (370) iCategory$(i$) = all_1179_8 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (320) with fresh symbols all_1181_0, all_1181_1, % 117.60/16.76 | | all_1181_2, all_1181_3, all_1181_4, all_1181_5, all_1181_6, % 117.60/16.76 | | all_1181_7, all_1181_8, all_1181_9 gives: % 117.60/16.76 | | (371) iFunctions$(i$) = all_1181_7 & fun_app$ae(all_1181_7, f$) = % 117.60/16.76 | | all_1181_6 & iCategory$(i$) = all_1181_8 & iTypes$(i$) = all_1181_4 % 117.60/16.76 | | & fun_app$ad(all_1181_4, b$) = all_1181_1 & fun_app$ad(all_1181_4, % 117.60/16.76 | | b$a) = all_1181_3 & mapsTo$(all_1181_8, all_1181_6) = all_1181_5 % 117.60/16.76 | | & interpretation$(i$) = all_1181_9 & fun_app$r(all_1181_5, % 117.60/16.76 | | all_1181_3) = all_1181_2 & fun_app$f(all_1181_2, all_1181_1) = % 117.60/16.76 | | all_1181_0 & F_m_fun$(all_1181_7) & % 117.60/16.76 | | O_m_unit_Category_ext$(all_1181_8) & O_o_bool_fun_fun$(all_1181_5) % 117.60/16.76 | | & O_bool_fun$(all_1181_2) & O$(all_1181_1) & O$(all_1181_3) & % 117.60/16.76 | | M$(all_1181_6) & T_o_fun$(all_1181_4) & ( ~ (all_1181_9 = 0) | % 117.60/16.76 | | all_1181_0 = 0) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (371) implies: % 117.60/16.76 | | (372) interpretation$(i$) = all_1181_9 % 117.60/16.76 | | (373) iCategory$(i$) = all_1181_8 % 117.60/16.76 | | (374) fun_app$ae(all_1181_7, f$) = all_1181_6 % 117.60/16.76 | | (375) iFunctions$(i$) = all_1181_7 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (319) with fresh symbols all_1183_0, all_1183_1, % 117.60/16.76 | | all_1183_2, all_1183_3, all_1183_4, all_1183_5, all_1183_6, % 117.60/16.76 | | all_1183_7, all_1183_8, all_1183_9 gives: % 117.60/16.76 | | (376) iFunctions$(i$) = all_1183_7 & fun_app$ae(all_1183_7, f$) = % 117.60/16.76 | | all_1183_6 & iCategory$(i$) = all_1183_8 & iTypes$(i$) = all_1183_4 % 117.60/16.76 | | & fun_app$ad(all_1183_4, all_882_2) = all_1183_3 & % 117.60/16.76 | | fun_app$ad(all_1183_4, b$) = all_1183_1 & mapsTo$(all_1183_8, % 117.60/16.76 | | all_1183_6) = all_1183_5 & interpretation$(i$) = all_1183_9 & % 117.60/16.76 | | fun_app$r(all_1183_5, all_1183_3) = all_1183_2 & % 117.60/16.76 | | fun_app$f(all_1183_2, all_1183_1) = all_1183_0 & % 117.60/16.76 | | F_m_fun$(all_1183_7) & O_m_unit_Category_ext$(all_1183_8) & % 117.60/16.76 | | O_o_bool_fun_fun$(all_1183_5) & O_bool_fun$(all_1183_2) & % 117.60/16.76 | | O$(all_1183_1) & O$(all_1183_3) & M$(all_1183_6) & % 117.60/16.76 | | T_o_fun$(all_1183_4) & ( ~ (all_1183_9 = 0) | all_1183_0 = 0) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (376) implies: % 117.60/16.76 | | (377) interpretation$(i$) = all_1183_9 % 117.60/16.76 | | (378) iCategory$(i$) = all_1183_8 % 117.60/16.76 | | (379) fun_app$ae(all_1183_7, f$) = all_1183_6 % 117.60/16.76 | | (380) iFunctions$(i$) = all_1183_7 % 117.60/16.76 | | (381) ~ (all_1183_9 = 0) | all_1183_0 = 0 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (324) with fresh symbols all_1189_0, all_1189_1, % 117.60/16.76 | | all_1189_2, all_1189_3, all_1189_4, all_1189_5, all_1189_6, % 117.60/16.76 | | all_1189_7, all_1189_8, all_1189_9, all_1189_10 gives: % 117.60/16.76 | | (382) id$(all_837_0) = all_1189_6 & category$(all_837_0) = all_1189_10 & % 117.60/16.76 | | fun_app$af(all_1189_6, all_1026_6) = all_1189_5 & comp$(all_837_0) % 117.60/16.76 | | = all_1189_7 & compDefined$(all_837_0) = all_1189_8 & % 117.60/16.76 | | fun_app$f(all_1026_1, all_1026_6) = all_1189_9 & % 117.60/16.76 | | M_m_bool_fun_fun$(all_1189_8) & M$(all_1189_4) & M$(all_1189_5) & % 117.60/16.76 | | O_m_fun$(all_1189_6) & M_m_m_fun_fun$(all_1189_7) & ( ~ (all_1189_9 % 117.60/16.76 | | = 0) | ~ (all_1189_10 = 0) | all_1189_5 = all_1026_4 | % 117.60/16.76 | | (all_1189_2 = 0 & ~ (all_1189_0 = all_1189_4) & % 117.60/16.76 | | fun_app$v(all_1189_7, all_1189_4) = all_1189_1 & % 117.60/16.76 | | fun_app$u(all_1189_1, all_1026_4) = all_1189_0 & % 117.60/16.76 | | fun_app$s(all_1189_8, all_1189_4) = all_1189_3 & % 117.60/16.76 | | fun_app$g(all_1189_3, all_1026_4) = 0 & M_m_fun$(all_1189_1) & % 117.60/16.76 | | M_bool_fun$(all_1189_3) & M$(all_1189_0))) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (382) implies: % 117.60/16.76 | | (383) comp$(all_837_0) = all_1189_7 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (318) with fresh symbols all_1191_0, all_1191_1, % 117.60/16.76 | | all_1191_2, all_1191_3, all_1191_4, all_1191_5, all_1191_6, % 117.60/16.76 | | all_1191_7, all_1191_8, all_1191_9, all_1191_10, all_1191_11, % 117.60/16.76 | | all_1191_12 gives: % 117.60/16.76 | | (384) iFunctions$(i$) = all_1191_4 & fun_app$ae(all_1191_4, f$) = % 117.60/16.76 | | all_1191_3 & iCategory$(i$) = all_1191_7 & wellDefined$(all_835_0, % 117.60/16.76 | | all_858_0) = all_1191_12 & fun_app$ab(exprApp$, f$) = all_1191_11 % 117.60/16.76 | | & fun_app$aa(all_1191_11, ea$) = all_1191_10 & fun_app$y(all_858_2, % 117.60/16.76 | | all_1191_10) = all_1191_9 & fun_app$x(all_1191_9, b$) = % 117.60/16.76 | | all_1191_8 & interp$(i$, all_1191_8, all_1191_1) = all_1191_0 & % 117.60/16.76 | | fun_app$ac(iMor$, all_1191_2) = all_1191_1 & fun_app$v(all_1191_6, % 117.60/16.76 | | g$) = all_1191_5 & fun_app$u(all_1191_5, all_1191_3) = all_1191_2 % 117.60/16.76 | | & comp$(all_1191_7) = all_1191_6 & F_m_fun$(all_1191_4) & % 117.60/16.76 | | O_m_unit_Category_ext$(all_1191_7) & % 117.60/16.76 | | T_f_Expression_t_f_Expression_fun$(all_1191_11) & % 117.60/16.76 | | M_m_fun$(all_1191_5) & T_f_Language$(all_1191_8) & % 117.60/16.76 | | O_m_IType$(all_1191_1) & T_f_Expression$(all_1191_10) & % 117.60/16.76 | | T_t_f_Language_fun$(all_1191_9) & M$(all_1191_2) & M$(all_1191_3) & % 117.60/16.76 | | M_m_m_fun_fun$(all_1191_6) & ( ~ (all_1191_12 = 0) | all_1191_0 = % 117.60/16.76 | | 0) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (384) implies: % 117.60/16.76 | | (385) comp$(all_1191_7) = all_1191_6 % 117.60/16.76 | | (386) fun_app$u(all_1191_5, all_1191_3) = all_1191_2 % 117.60/16.76 | | (387) fun_app$v(all_1191_6, g$) = all_1191_5 % 117.60/16.76 | | (388) fun_app$ac(iMor$, all_1191_2) = all_1191_1 % 117.60/16.76 | | (389) fun_app$aa(all_1191_11, ea$) = all_1191_10 % 117.60/16.76 | | (390) fun_app$ab(exprApp$, f$) = all_1191_11 % 117.60/16.76 | | (391) wellDefined$(all_835_0, all_858_0) = all_1191_12 % 117.60/16.76 | | (392) iCategory$(i$) = all_1191_7 % 117.60/16.76 | | (393) fun_app$ae(all_1191_4, f$) = all_1191_3 % 117.60/16.76 | | (394) iFunctions$(i$) = all_1191_4 % 117.60/16.76 | | % 117.60/16.76 | | DELTA: instantiating (317) with fresh symbols all_1193_0, all_1193_1, % 117.60/16.76 | | all_1193_2, all_1193_3, all_1193_4, all_1193_5, all_1193_6, % 117.60/16.76 | | all_1193_7, all_1193_8, all_1193_9, all_1193_10, all_1193_11, % 117.60/16.76 | | all_1193_12 gives: % 117.60/16.76 | | (395) iFunctions$(i$) = all_1193_4 & fun_app$ae(all_1193_4, f$) = % 117.60/16.76 | | all_1193_3 & iCategory$(i$) = all_1193_7 & wellDefined$(all_835_0, % 117.60/16.76 | | all_858_0) = all_1193_12 & fun_app$ab(exprApp$, f$) = all_1193_11 % 117.60/16.76 | | & fun_app$aa(all_1193_11, ea$) = all_1193_10 & fun_app$y(all_858_2, % 117.60/16.76 | | all_1193_10) = all_1193_9 & fun_app$x(all_1193_9, b$) = % 117.60/16.76 | | all_1193_8 & interp$(i$, all_1193_8, all_1193_1) = all_1193_0 & % 117.60/16.76 | | fun_app$ac(iMor$, all_1193_2) = all_1193_1 & fun_app$v(all_1193_6, % 117.60/16.76 | | all_833_0) = all_1193_5 & fun_app$u(all_1193_5, all_1193_3) = % 117.60/16.76 | | all_1193_2 & comp$(all_1193_7) = all_1193_6 & F_m_fun$(all_1193_4) % 117.60/16.76 | | & O_m_unit_Category_ext$(all_1193_7) & % 117.60/16.76 | | T_f_Expression_t_f_Expression_fun$(all_1193_11) & % 117.60/16.76 | | M_m_fun$(all_1193_5) & T_f_Language$(all_1193_8) & % 117.60/16.76 | | O_m_IType$(all_1193_1) & T_f_Expression$(all_1193_10) & % 117.60/16.76 | | T_t_f_Language_fun$(all_1193_9) & M$(all_1193_2) & M$(all_1193_3) & % 117.60/16.76 | | M_m_m_fun_fun$(all_1193_6) & ( ~ (all_1193_12 = 0) | all_1193_0 = % 117.60/16.76 | | 0) % 117.60/16.76 | | % 117.60/16.76 | | ALPHA: (395) implies: % 117.60/16.76 | | (396) O_m_IType$(all_1193_1) % 117.60/16.76 | | (397) comp$(all_1193_7) = all_1193_6 % 117.60/16.76 | | (398) fun_app$u(all_1193_5, all_1193_3) = all_1193_2 % 117.60/16.76 | | (399) fun_app$v(all_1193_6, all_833_0) = all_1193_5 % 117.60/16.76 | | (400) fun_app$ac(iMor$, all_1193_2) = all_1193_1 % 117.60/16.76 | | (401) interp$(i$, all_1193_8, all_1193_1) = all_1193_0 % 117.60/16.77 | | (402) fun_app$x(all_1193_9, b$) = all_1193_8 % 117.60/16.77 | | (403) fun_app$y(all_858_2, all_1193_10) = all_1193_9 % 117.60/16.77 | | (404) fun_app$aa(all_1193_11, ea$) = all_1193_10 % 117.60/16.77 | | (405) fun_app$ab(exprApp$, f$) = all_1193_11 % 117.60/16.77 | | (406) wellDefined$(all_835_0, all_858_0) = all_1193_12 % 117.60/16.77 | | (407) iCategory$(i$) = all_1193_7 % 117.60/16.77 | | (408) fun_app$ae(all_1193_4, f$) = all_1193_3 % 117.60/16.77 | | (409) iFunctions$(i$) = all_1193_4 % 117.60/16.77 | | (410) ~ (all_1193_12 = 0) | all_1193_0 = 0 % 117.60/16.77 | | % 117.60/16.77 | | DELTA: instantiating (316) with fresh symbols all_1195_0, all_1195_1, % 117.60/16.77 | | all_1195_2, all_1195_3, all_1195_4, all_1195_5, all_1195_6, % 117.60/16.77 | | all_1195_7, all_1195_8, all_1195_9, all_1195_10, all_1195_11, % 117.60/16.77 | | all_1195_12 gives: % 117.60/16.77 | | (411) iFunctions$(i$) = all_1195_4 & fun_app$ae(all_1195_4, f$) = % 117.60/16.77 | | all_1195_3 & iCategory$(i$) = all_1195_7 & wellDefined$(all_835_0, % 117.60/16.77 | | all_858_0) = all_1195_12 & fun_app$ab(exprApp$, f$) = all_1195_11 % 117.60/16.77 | | & fun_app$aa(all_1195_11, ea$) = all_1195_10 & fun_app$y(all_858_2, % 117.60/16.77 | | all_1195_10) = all_1195_9 & fun_app$x(all_1195_9, b$) = % 117.60/16.77 | | all_1195_8 & interp$(i$, all_1195_8, all_1195_1) = all_1195_0 & % 117.60/16.77 | | fun_app$ac(iMor$, all_1195_2) = all_1195_1 & fun_app$v(all_1195_6, % 117.60/16.77 | | all_1026_4) = all_1195_5 & fun_app$u(all_1195_5, all_1195_3) = % 117.60/16.77 | | all_1195_2 & comp$(all_1195_7) = all_1195_6 & F_m_fun$(all_1195_4) % 117.60/16.77 | | & O_m_unit_Category_ext$(all_1195_7) & % 117.60/16.77 | | T_f_Expression_t_f_Expression_fun$(all_1195_11) & % 117.60/16.77 | | M_m_fun$(all_1195_5) & T_f_Language$(all_1195_8) & % 117.60/16.77 | | O_m_IType$(all_1195_1) & T_f_Expression$(all_1195_10) & % 117.60/16.77 | | T_t_f_Language_fun$(all_1195_9) & M$(all_1195_2) & M$(all_1195_3) & % 117.60/16.77 | | M_m_m_fun_fun$(all_1195_6) & ( ~ (all_1195_12 = 0) | all_1195_0 = % 117.60/16.77 | | 0) % 117.60/16.77 | | % 117.60/16.77 | | ALPHA: (411) implies: % 117.60/16.77 | | (412) comp$(all_1195_7) = all_1195_6 % 117.60/16.77 | | (413) fun_app$u(all_1195_5, all_1195_3) = all_1195_2 % 117.60/16.77 | | (414) fun_app$v(all_1195_6, all_1026_4) = all_1195_5 % 117.60/16.77 | | (415) fun_app$ac(iMor$, all_1195_2) = all_1195_1 % 117.60/16.77 | | (416) fun_app$y(all_858_2, all_1195_10) = all_1195_9 % 117.60/16.77 | | (417) fun_app$aa(all_1195_11, ea$) = all_1195_10 % 117.60/16.77 | | (418) fun_app$ab(exprApp$, f$) = all_1195_11 % 117.60/16.77 | | (419) wellDefined$(all_835_0, all_858_0) = all_1195_12 % 117.60/16.77 | | (420) iCategory$(i$) = all_1195_7 % 117.60/16.77 | | (421) fun_app$ae(all_1195_4, f$) = all_1195_3 % 117.60/16.77 | | (422) iFunctions$(i$) = all_1195_4 % 117.60/16.77 | | % 117.60/16.77 | | DELTA: instantiating (338) with fresh symbols all_1202_0, all_1202_1, % 117.60/16.77 | | all_1202_2, all_1202_3, all_1202_4, all_1202_5, all_1202_6, % 117.60/16.77 | | all_1202_7, all_1202_8, all_1202_9, all_1202_10, all_1202_11, % 117.60/16.77 | | all_1202_12, all_1202_13, all_1202_14, all_1202_15 gives: % 117.60/16.77 | | (423) extensional$b(all_1202_3) = all_1202_2 & extensional$a(all_1016_0) % 117.60/16.77 | | = all_1202_8 & extensional$(all_1202_14) = all_1202_13 & % 117.60/16.77 | | extCategory$(all_837_0) = all_1202_0 & mor$(all_837_0) = % 117.60/16.77 | | all_1202_14 & dom$(all_837_0) = all_1202_15 & cod$(all_837_0) = % 117.60/16.77 | | all_1202_11 & id$(all_837_0) = all_1202_9 & comp$(all_837_0) = % 117.60/16.77 | | all_1202_6 & case_prod$(all_1202_6) = all_1202_5 & % 117.60/16.77 | | collect$(all_1202_4) = all_1202_3 & uul$(all_837_0) = all_1202_4 & % 117.60/16.77 | | member$c(all_1202_11, all_1202_13) = all_1202_10 & % 117.60/16.77 | | member$c(all_1202_15, all_1202_13) = all_1202_12 & % 117.60/16.77 | | member$b(all_1202_9, all_1202_8) = all_1202_7 & % 117.60/16.77 | | member$a(all_1202_5, all_1202_2) = all_1202_1 & % 117.60/16.77 | | M_m_prod_set$(all_1202_3) & M_o_fun_set$(all_1202_13) & % 117.60/16.77 | | O_m_fun_set$(all_1202_8) & M_m_prod_bool_fun$(all_1202_4) & % 117.60/16.77 | | M_set$(all_1202_14) & M_o_fun$(all_1202_11) & M_o_fun$(all_1202_15) % 117.60/16.77 | | & M_m_prod_m_fun_set$(all_1202_2) & O_m_fun$(all_1202_9) & % 117.60/16.77 | | M_m_prod_m_fun$(all_1202_5) & M_m_m_fun_fun$(all_1202_6) & ( ~ % 117.60/16.77 | | (all_1202_1 = 0) | ~ (all_1202_7 = 0) | ~ (all_1202_10 = 0) | % 117.60/16.77 | | ~ (all_1202_12 = 0) | all_1202_0 = 0) % 117.60/16.77 | | % 117.60/16.77 | | ALPHA: (423) implies: % 117.60/16.77 | | (424) comp$(all_837_0) = all_1202_6 % 117.60/16.77 | | % 117.60/16.77 | | DELTA: instantiating (337) with fresh symbols all_1204_0, all_1204_1, % 117.60/16.77 | | all_1204_2, all_1204_3, all_1204_4, all_1204_5, all_1204_6, % 117.60/16.77 | | all_1204_7, all_1204_8, all_1204_9, all_1204_10, all_1204_11, % 117.60/16.77 | | all_1204_12, all_1204_13, all_1204_14, all_1204_15 gives: % 117.60/16.77 | | (425) extensional$b(all_1204_2) = all_1204_1 & extensional$a(all_1016_0) % 117.60/16.77 | | = all_1204_7 & extensional$(all_1204_13) = all_1204_12 & % 117.60/16.77 | | extCategory$(all_837_0) = all_1204_15 & mor$(all_837_0) = % 117.60/16.77 | | all_1204_13 & dom$(all_837_0) = all_1204_14 & cod$(all_837_0) = % 117.60/16.77 | | all_1204_10 & id$(all_837_0) = all_1204_8 & comp$(all_837_0) = % 117.60/16.77 | | all_1204_5 & case_prod$(all_1204_5) = all_1204_4 & % 117.60/16.77 | | collect$(all_1204_3) = all_1204_2 & uul$(all_837_0) = all_1204_3 & % 117.60/16.77 | | member$c(all_1204_10, all_1204_12) = all_1204_9 & % 117.60/16.77 | | member$c(all_1204_14, all_1204_12) = all_1204_11 & % 117.60/16.77 | | member$b(all_1204_8, all_1204_7) = all_1204_6 & % 117.60/16.77 | | member$a(all_1204_4, all_1204_1) = all_1204_0 & % 117.60/16.77 | | M_m_prod_set$(all_1204_2) & M_o_fun_set$(all_1204_12) & % 117.60/16.77 | | O_m_fun_set$(all_1204_7) & M_m_prod_bool_fun$(all_1204_3) & % 117.60/16.77 | | M_set$(all_1204_13) & M_o_fun$(all_1204_10) & M_o_fun$(all_1204_14) % 117.60/16.77 | | & M_m_prod_m_fun_set$(all_1204_1) & O_m_fun$(all_1204_8) & % 117.60/16.77 | | M_m_prod_m_fun$(all_1204_4) & M_m_m_fun_fun$(all_1204_5) & ( ~ % 117.60/16.77 | | (all_1204_15 = 0) | (all_1204_0 = 0 & all_1204_6 = 0 & all_1204_9 % 117.60/16.77 | | = 0 & all_1204_11 = 0)) % 117.60/16.77 | | % 117.60/16.77 | | ALPHA: (425) implies: % 117.60/16.77 | | (426) comp$(all_837_0) = all_1204_5 % 117.60/16.77 | | % 117.60/16.77 | | DELTA: instantiating (330) with fresh symbols all_1206_0, all_1206_1, % 117.60/16.77 | | all_1206_2, all_1206_3, all_1206_4, all_1206_5, all_1206_6, % 117.60/16.77 | | all_1206_7, all_1206_8, all_1206_9, all_1206_10, all_1206_11, % 117.60/16.77 | | all_1206_12, all_1206_13, all_1206_14, all_1206_15, all_1206_16, % 117.60/16.77 | | all_1206_17, all_1206_18, all_1206_19, all_1206_20, all_1206_21, % 117.60/16.77 | | all_1206_22, all_1206_23 gives: % 117.60/16.77 | | (427) baseTypes$(all_1206_22) = all_1206_20 & obj$(all_837_0) = % 117.60/16.77 | | all_1206_18 & category$(all_837_0) = all_1206_23 & iFunctions$(i$) % 117.60/16.77 | | = all_1206_17 & iTypes$(i$) = all_1206_19 & signature$(all_1206_22) % 117.60/16.77 | | = all_1206_21 & iSignature$(i$) = all_1206_22 & interpretation$(i$) % 117.60/16.77 | | = all_1206_16 & F_m_fun$(all_1206_17) & T_set$(all_1206_20) & % 117.60/16.77 | | T$(all_1206_3) & T$(all_1206_13) & T$(all_1206_14) & % 117.60/16.77 | | T_f_unit_Signature_ext$(all_1206_22) & O_set$(all_1206_18) & % 117.60/16.77 | | F$(all_1206_15) & T_o_fun$(all_1206_19) & ( ~ (all_1206_21 = 0) | % 117.60/16.77 | | ~ (all_1206_23 = 0) | all_1206_16 = 0 | (all_1206_2 = 0 & ~ % 117.60/16.77 | | (all_1206_0 = 0) & fun_app$ad(all_1206_19, all_1206_3) = % 117.60/16.77 | | all_1206_1 & member$e(all_1206_1, all_1206_18) = all_1206_0 & % 117.60/16.77 | | member$d(all_1206_3, all_1206_20) = 0 & O$(all_1206_1)) | % 117.60/16.77 | | (all_1206_10 = 0 & ~ (all_1206_4 = 0) & fun_app$ae(all_1206_17, % 117.60/16.77 | | all_1206_15) = all_1206_9 & fun_app$ad(all_1206_19, % 117.60/16.77 | | all_1206_13) = all_1206_5 & fun_app$ad(all_1206_19, % 117.60/16.77 | | all_1206_14) = all_1206_7 & mapsTo$(all_837_0, all_1206_9) = % 117.60/16.77 | | all_1206_8 & funsignature_abbrev$(all_1206_15, all_1206_22) = % 117.60/16.77 | | all_1206_12 & fun_app$r(all_1206_8, all_1206_7) = all_1206_6 & % 117.60/16.77 | | fun_app$q(all_1206_12, all_1206_14) = all_1206_11 & % 117.60/16.77 | | fun_app$f(all_1206_6, all_1206_5) = all_1206_4 & % 117.60/16.77 | | fun_app$e(all_1206_11, all_1206_13) = 0 & % 117.60/16.77 | | T_bool_fun$(all_1206_11) & O_o_bool_fun_fun$(all_1206_8) & % 117.60/16.77 | | O_bool_fun$(all_1206_6) & T_t_bool_fun_fun$(all_1206_12) & % 117.60/16.77 | | O$(all_1206_5) & O$(all_1206_7) & M$(all_1206_9))) % 117.60/16.77 | | % 117.60/16.77 | | ALPHA: (427) implies: % 117.60/16.77 | | (428) interpretation$(i$) = all_1206_16 % 117.60/16.77 | | (429) iFunctions$(i$) = all_1206_17 % 117.60/16.77 | | % 117.60/16.77 | | DELTA: instantiating (333) with fresh symbols all_1208_0, all_1208_1, % 117.60/16.77 | | all_1208_2, all_1208_3, all_1208_4, all_1208_5, all_1208_6, % 117.60/16.77 | | all_1208_7, all_1208_8, all_1208_9, all_1208_10, all_1208_11, % 117.60/16.77 | | all_1208_12, all_1208_13, all_1208_14, all_1208_15, all_1208_16, % 117.60/16.77 | | all_1208_17, all_1208_18, all_1208_19, all_1208_20, all_1208_21, % 117.60/16.77 | | all_1208_22, all_1208_23 gives: % 117.60/16.77 | | (430) baseTypes$(all_1208_21) = all_1208_19 & obj$(all_1208_23) = % 117.60/16.77 | | all_1208_17 & category$(all_1208_23) = all_1208_22 & iCategory$(i$) % 117.60/16.77 | | = all_1208_23 & iTypes$(i$) = all_1208_18 & signature$(all_1208_21) % 117.60/16.77 | | = all_1208_20 & iSignature$(i$) = all_1208_21 & interpretation$(i$) % 117.60/16.77 | | = all_1208_16 & O_m_unit_Category_ext$(all_1208_23) & % 117.60/16.77 | | T_set$(all_1208_19) & T$(all_1208_3) & T$(all_1208_13) & % 117.60/16.77 | | T$(all_1208_14) & T_f_unit_Signature_ext$(all_1208_21) & % 117.60/16.77 | | O_set$(all_1208_17) & F$(all_1208_15) & T_o_fun$(all_1208_18) & ( ~ % 117.60/16.77 | | (all_1208_20 = 0) | ~ (all_1208_22 = 0) | all_1208_16 = 0 | % 117.60/16.77 | | (all_1208_2 = 0 & ~ (all_1208_0 = 0) & fun_app$ad(all_1208_18, % 117.60/16.77 | | all_1208_3) = all_1208_1 & member$e(all_1208_1, all_1208_17) % 117.60/16.77 | | = all_1208_0 & member$d(all_1208_3, all_1208_19) = 0 & % 117.60/16.77 | | O$(all_1208_1)) | (all_1208_10 = 0 & ~ (all_1208_4 = 0) & % 117.60/16.77 | | fun_app$ae(all_1028_1, all_1208_15) = all_1208_9 & % 117.60/16.77 | | fun_app$ad(all_1208_18, all_1208_13) = all_1208_5 & % 117.60/16.77 | | fun_app$ad(all_1208_18, all_1208_14) = all_1208_7 & % 117.60/16.77 | | mapsTo$(all_1208_23, all_1208_9) = all_1208_8 & % 117.60/16.77 | | funsignature_abbrev$(all_1208_15, all_1208_21) = all_1208_12 & % 117.60/16.77 | | fun_app$r(all_1208_8, all_1208_7) = all_1208_6 & % 117.60/16.77 | | fun_app$q(all_1208_12, all_1208_14) = all_1208_11 & % 117.60/16.77 | | fun_app$f(all_1208_6, all_1208_5) = all_1208_4 & % 117.60/16.77 | | fun_app$e(all_1208_11, all_1208_13) = 0 & % 117.60/16.77 | | T_bool_fun$(all_1208_11) & O_o_bool_fun_fun$(all_1208_8) & % 117.60/16.77 | | O_bool_fun$(all_1208_6) & T_t_bool_fun_fun$(all_1208_12) & % 117.60/16.77 | | O$(all_1208_5) & O$(all_1208_7) & M$(all_1208_9))) % 117.60/16.77 | | % 117.60/16.77 | | ALPHA: (430) implies: % 117.60/16.77 | | (431) interpretation$(i$) = all_1208_16 % 117.60/16.77 | | (432) iCategory$(i$) = all_1208_23 % 117.60/16.77 | | % 117.60/16.77 | | DELTA: instantiating (327) with fresh symbols all_1210_0, all_1210_1, % 117.60/16.77 | | all_1210_2, all_1210_3, all_1210_4, all_1210_5, all_1210_6, % 117.60/16.77 | | all_1210_7, all_1210_8, all_1210_9, all_1210_10, all_1210_11, % 117.60/16.77 | | all_1210_12, all_1210_13, all_1210_14, all_1210_15, all_1210_16, % 117.60/16.77 | | all_1210_17, all_1210_18, all_1210_19, all_1210_20, all_1210_21, % 117.60/16.77 | | all_1210_22, all_1210_23 gives: % 117.60/16.77 | | (433) baseTypes$(all_1210_21) = all_1210_19 & obj$(all_1210_23) = % 117.60/16.77 | | all_1210_18 & category$(all_1210_23) = all_1210_22 & % 117.60/16.77 | | iFunctions$(i$) = all_1210_17 & iCategory$(i$) = all_1210_23 & % 117.60/16.77 | | signature$(all_1210_21) = all_1210_20 & iSignature$(i$) = % 117.60/16.77 | | all_1210_21 & interpretation$(i$) = all_1210_16 & % 117.60/16.77 | | F_m_fun$(all_1210_17) & O_m_unit_Category_ext$(all_1210_23) & % 117.60/16.77 | | T_set$(all_1210_19) & T$(all_1210_3) & T$(all_1210_13) & % 117.60/16.77 | | T$(all_1210_14) & T_f_unit_Signature_ext$(all_1210_21) & % 117.60/16.77 | | O_set$(all_1210_18) & F$(all_1210_15) & ( ~ (all_1210_20 = 0) | ~ % 117.60/16.77 | | (all_1210_22 = 0) | all_1210_16 = 0 | (all_1210_2 = 0 & ~ % 117.60/16.77 | | (all_1210_0 = 0) & fun_app$ad(all_1016_2, all_1210_3) = % 117.60/16.77 | | all_1210_1 & member$e(all_1210_1, all_1210_18) = all_1210_0 & % 117.60/16.77 | | member$d(all_1210_3, all_1210_19) = 0 & O$(all_1210_1)) | % 117.60/16.77 | | (all_1210_10 = 0 & ~ (all_1210_4 = 0) & fun_app$ae(all_1210_17, % 117.60/16.77 | | all_1210_15) = all_1210_9 & fun_app$ad(all_1016_2, % 117.60/16.77 | | all_1210_13) = all_1210_5 & fun_app$ad(all_1016_2, % 117.60/16.77 | | all_1210_14) = all_1210_7 & mapsTo$(all_1210_23, all_1210_9) % 117.60/16.77 | | = all_1210_8 & funsignature_abbrev$(all_1210_15, all_1210_21) = % 117.60/16.77 | | all_1210_12 & fun_app$r(all_1210_8, all_1210_7) = all_1210_6 & % 117.60/16.77 | | fun_app$q(all_1210_12, all_1210_14) = all_1210_11 & % 117.60/16.77 | | fun_app$f(all_1210_6, all_1210_5) = all_1210_4 & % 117.60/16.77 | | fun_app$e(all_1210_11, all_1210_13) = 0 & % 117.60/16.77 | | T_bool_fun$(all_1210_11) & O_o_bool_fun_fun$(all_1210_8) & % 117.60/16.77 | | O_bool_fun$(all_1210_6) & T_t_bool_fun_fun$(all_1210_12) & % 117.60/16.77 | | O$(all_1210_5) & O$(all_1210_7) & M$(all_1210_9))) % 117.60/16.77 | | % 117.60/16.77 | | ALPHA: (433) implies: % 117.60/16.77 | | (434) interpretation$(i$) = all_1210_16 % 117.60/16.77 | | (435) iCategory$(i$) = all_1210_23 % 117.60/16.77 | | (436) iFunctions$(i$) = all_1210_17 % 117.60/16.77 | | % 117.60/16.77 | | DELTA: instantiating (321) with fresh symbols all_1212_0, all_1212_1, % 117.60/16.77 | | all_1212_2, all_1212_3, all_1212_4, all_1212_5, all_1212_6, % 117.60/16.77 | | all_1212_7, all_1212_8, all_1212_9, all_1212_10, all_1212_11, % 117.60/16.77 | | all_1212_12, all_1212_13, all_1212_14, all_1212_15, all_1212_16, % 117.60/16.77 | | all_1212_17, all_1212_18, all_1212_19, all_1212_20, all_1212_21, % 117.60/16.77 | | all_1212_22, all_1212_23 gives: % 117.60/16.78 | | (437) baseTypes$(all_835_0) = all_1212_20 & obj$(all_1212_23) = % 117.60/16.78 | | all_1212_18 & category$(all_1212_23) = all_1212_22 & % 117.60/16.78 | | iFunctions$(i$) = all_1212_17 & iCategory$(i$) = all_1212_23 & % 117.60/16.78 | | iTypes$(i$) = all_1212_19 & signature$(all_835_0) = all_1212_21 & % 117.60/16.78 | | interpretation$(i$) = all_1212_16 & F_m_fun$(all_1212_17) & % 117.60/16.78 | | O_m_unit_Category_ext$(all_1212_23) & T_set$(all_1212_20) & % 117.60/16.78 | | T$(all_1212_3) & T$(all_1212_13) & T$(all_1212_14) & % 117.60/16.78 | | O_set$(all_1212_18) & F$(all_1212_15) & T_o_fun$(all_1212_19) & ( ~ % 117.60/16.78 | | (all_1212_21 = 0) | ~ (all_1212_22 = 0) | all_1212_16 = 0 | % 117.60/16.78 | | (all_1212_2 = 0 & ~ (all_1212_0 = 0) & fun_app$ad(all_1212_19, % 117.60/16.78 | | all_1212_3) = all_1212_1 & member$e(all_1212_1, all_1212_18) % 117.60/16.78 | | = all_1212_0 & member$d(all_1212_3, all_1212_20) = 0 & % 117.60/16.78 | | O$(all_1212_1)) | (all_1212_10 = 0 & ~ (all_1212_4 = 0) & % 117.60/16.78 | | fun_app$ae(all_1212_17, all_1212_15) = all_1212_9 & % 117.60/16.78 | | fun_app$ad(all_1212_19, all_1212_13) = all_1212_5 & % 117.60/16.78 | | fun_app$ad(all_1212_19, all_1212_14) = all_1212_7 & % 117.60/16.78 | | mapsTo$(all_1212_23, all_1212_9) = all_1212_8 & % 117.60/16.78 | | funsignature_abbrev$(all_1212_15, all_835_0) = all_1212_12 & % 117.60/16.78 | | fun_app$r(all_1212_8, all_1212_7) = all_1212_6 & % 117.60/16.78 | | fun_app$q(all_1212_12, all_1212_14) = all_1212_11 & % 117.60/16.78 | | fun_app$f(all_1212_6, all_1212_5) = all_1212_4 & % 117.60/16.78 | | fun_app$e(all_1212_11, all_1212_13) = 0 & % 117.60/16.78 | | T_bool_fun$(all_1212_11) & O_o_bool_fun_fun$(all_1212_8) & % 117.60/16.78 | | O_bool_fun$(all_1212_6) & T_t_bool_fun_fun$(all_1212_12) & % 117.60/16.78 | | O$(all_1212_5) & O$(all_1212_7) & M$(all_1212_9))) % 117.60/16.78 | | % 117.60/16.78 | | ALPHA: (437) implies: % 117.60/16.78 | | (438) interpretation$(i$) = all_1212_16 % 117.60/16.78 | | (439) iCategory$(i$) = all_1212_23 % 117.60/16.78 | | (440) iFunctions$(i$) = all_1212_17 % 117.60/16.78 | | % 117.60/16.78 | | DELTA: instantiating (310) with fresh symbols all_1214_0, all_1214_1, % 117.60/16.78 | | all_1214_2, all_1214_3, all_1214_4, all_1214_5 gives: % 117.60/16.78 | | (441) baseTypes$(all_1214_4) = all_1214_3 & obj$(all_1214_5) = all_1214_1 % 117.60/16.78 | | & category$(all_1214_5) = 0 & iFunctions$(i$) = all_1214_0 & % 117.60/16.78 | | iCategory$(i$) = all_1214_5 & iTypes$(i$) = all_1214_2 & % 117.60/16.78 | | signature$(all_1214_4) = 0 & iSignature$(i$) = all_1214_4 & % 117.60/16.78 | | F_m_fun$(all_1214_0) & O_m_unit_Category_ext$(all_1214_5) & % 117.60/16.78 | | T_set$(all_1214_3) & T_f_unit_Signature_ext$(all_1214_4) & % 117.60/16.78 | | O_set$(all_1214_1) & T_o_fun$(all_1214_2) & ! [v0: F$] : ! [v1: % 117.60/16.78 | | T$] : ! [v2: T$] : ! [v3: M$] : ! [v4: O_o_bool_fun_fun$] : ! % 117.60/16.78 | | [v5: O$] : ! [v6: O_bool_fun$] : ! [v7: O$] : ! [v8: int] : (v8 % 117.60/16.78 | | = 0 | ~ (fun_app$ae(all_1214_0, v0) = v3) | ~ % 117.60/16.78 | | (fun_app$ad(all_1214_2, v2) = v7) | ~ (fun_app$ad(all_1214_2, % 117.60/16.78 | | v1) = v5) | ~ (mapsTo$(all_1214_5, v3) = v4) | ~ % 117.60/16.78 | | (fun_app$r(v4, v5) = v6) | ~ (fun_app$f(v6, v7) = v8) | ~ % 117.60/16.78 | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v9: T_t_bool_fun_fun$] : ? % 117.60/16.78 | | [v10: T_bool_fun$] : ? [v11: int] : ( ~ (v11 = 0) & % 117.60/16.78 | | funsignature_abbrev$(v0, all_1214_4) = v9 & fun_app$q(v9, v1) = % 117.60/16.78 | | v10 & fun_app$e(v10, v2) = v11 & T_bool_fun$(v10) & % 117.60/16.78 | | T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! [v1: T$] : ! [v2: % 117.60/16.78 | | T$] : ! [v3: T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : ( ~ % 117.60/16.78 | | (funsignature_abbrev$(v0, all_1214_4) = v3) | ~ (fun_app$q(v3, % 117.60/16.78 | | v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ T$(v2) | ~ % 117.60/16.78 | | T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: O_o_bool_fun_fun$] : % 117.60/16.78 | | ? [v7: O$] : ? [v8: O_bool_fun$] : ? [v9: O$] : % 117.60/16.78 | | (fun_app$ae(all_1214_0, v0) = v5 & fun_app$ad(all_1214_2, v2) = % 117.60/16.78 | | v9 & fun_app$ad(all_1214_2, v1) = v7 & mapsTo$(all_1214_5, v5) % 117.60/16.78 | | = v6 & fun_app$r(v6, v7) = v8 & fun_app$f(v8, v9) = 0 & % 117.60/16.78 | | O_o_bool_fun_fun$(v6) & O_bool_fun$(v8) & O$(v9) & O$(v7) & % 117.60/16.78 | | M$(v5))) & ! [v0: T$] : ! [v1: O$] : ( ~ % 117.60/16.78 | | (fun_app$ad(all_1214_2, v0) = v1) | ~ T$(v0) | ? [v2: any] : ? % 117.60/16.78 | | [v3: any] : (member$e(v1, all_1214_1) = v3 & member$d(v0, % 117.60/16.78 | | all_1214_3) = v2 & ( ~ (v2 = 0) | v3 = 0))) & ! [v0: T$] : ( % 117.60/16.78 | | ~ (member$d(v0, all_1214_3) = 0) | ~ T$(v0) | ? [v1: O$] : % 117.60/16.78 | | (fun_app$ad(all_1214_2, v0) = v1 & member$e(v1, all_1214_1) = 0 & % 117.60/16.78 | | O$(v1))) % 117.60/16.78 | | % 117.60/16.78 | | ALPHA: (441) implies: % 117.60/16.78 | | (442) iCategory$(i$) = all_1214_5 % 117.60/16.78 | | (443) iFunctions$(i$) = all_1214_0 % 117.60/16.78 | | % 117.60/16.78 | | DELTA: instantiating (334) with fresh symbols all_1217_0, all_1217_1, % 117.60/16.78 | | all_1217_2, all_1217_3, all_1217_4, all_1217_5, all_1217_6, % 117.60/16.78 | | all_1217_7 gives: % 117.60/16.78 | | (444) baseTypes$(all_1217_4) = all_1217_2 & obj$(all_1217_6) = all_1217_0 % 117.60/16.78 | | & category$(all_1217_6) = all_1217_5 & iCategory$(i$) = all_1217_6 % 117.60/16.78 | | & iTypes$(i$) = all_1217_1 & signature$(all_1217_4) = all_1217_3 & % 117.60/16.78 | | iSignature$(i$) = all_1217_4 & interpretation$(i$) = all_1217_7 & % 117.60/16.78 | | O_m_unit_Category_ext$(all_1217_6) & T_set$(all_1217_2) & % 117.60/16.78 | | T_f_unit_Signature_ext$(all_1217_4) & O_set$(all_1217_0) & % 117.60/16.78 | | T_o_fun$(all_1217_1) & ( ~ (all_1217_7 = 0) | (all_1217_3 = 0 & % 117.60/16.78 | | all_1217_5 = 0 & ! [v0: F$] : ! [v1: T$] : ! [v2: T$] : ! % 117.60/16.78 | | [v3: M$] : ! [v4: O_o_bool_fun_fun$] : ! [v5: O$] : ! [v6: % 117.60/16.78 | | O_bool_fun$] : ! [v7: O$] : ! [v8: int] : (v8 = 0 | ~ % 117.60/16.78 | | (fun_app$ae(all_1028_1, v0) = v3) | ~ % 117.60/16.78 | | (fun_app$ad(all_1217_1, v2) = v7) | ~ % 117.60/16.78 | | (fun_app$ad(all_1217_1, v1) = v5) | ~ (mapsTo$(all_1217_6, % 117.60/16.78 | | v3) = v4) | ~ (fun_app$r(v4, v5) = v6) | ~ % 117.60/16.78 | | (fun_app$f(v6, v7) = v8) | ~ T$(v2) | ~ T$(v1) | ~ F$(v0) % 117.60/16.78 | | | ? [v9: T_t_bool_fun_fun$] : ? [v10: T_bool_fun$] : ? % 117.60/16.78 | | [v11: int] : ( ~ (v11 = 0) & funsignature_abbrev$(v0, % 117.60/16.78 | | all_1217_4) = v9 & fun_app$q(v9, v1) = v10 & % 117.60/16.78 | | fun_app$e(v10, v2) = v11 & T_bool_fun$(v10) & % 117.60/16.78 | | T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! [v1: T$] : ! % 117.60/16.78 | | [v2: T$] : ! [v3: T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : % 117.60/16.78 | | ( ~ (funsignature_abbrev$(v0, all_1217_4) = v3) | ~ % 117.60/16.78 | | (fun_app$q(v3, v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ % 117.60/16.78 | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: % 117.60/16.78 | | O_o_bool_fun_fun$] : ? [v7: O$] : ? [v8: O_bool_fun$] : % 117.60/16.78 | | ? [v9: O$] : (fun_app$ae(all_1028_1, v0) = v5 & % 117.60/16.78 | | fun_app$ad(all_1217_1, v2) = v9 & fun_app$ad(all_1217_1, % 117.60/16.78 | | v1) = v7 & mapsTo$(all_1217_6, v5) = v6 & fun_app$r(v6, % 117.60/16.78 | | v7) = v8 & fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) % 117.60/16.78 | | & O_bool_fun$(v8) & O$(v9) & O$(v7) & M$(v5))) & ! [v0: % 117.60/16.78 | | T$] : ! [v1: O$] : ( ~ (fun_app$ad(all_1217_1, v0) = v1) | % 117.60/16.78 | | ~ T$(v0) | ? [v2: any] : ? [v3: any] : (member$e(v1, % 117.60/16.78 | | all_1217_0) = v3 & member$d(v0, all_1217_2) = v2 & ( ~ % 117.60/16.78 | | (v2 = 0) | v3 = 0))) & ! [v0: T$] : ( ~ (member$d(v0, % 117.60/16.78 | | all_1217_2) = 0) | ~ T$(v0) | ? [v1: O$] : % 117.60/16.78 | | (fun_app$ad(all_1217_1, v0) = v1 & member$e(v1, all_1217_0) = % 117.60/16.78 | | 0 & O$(v1))))) % 117.60/16.78 | | % 117.60/16.78 | | ALPHA: (444) implies: % 117.60/16.78 | | (445) iCategory$(i$) = all_1217_6 % 117.60/16.78 | | % 117.60/16.78 | | DELTA: instantiating (328) with fresh symbols all_1219_0, all_1219_1, % 117.60/16.78 | | all_1219_2, all_1219_3, all_1219_4, all_1219_5, all_1219_6, % 117.60/16.78 | | all_1219_7 gives: % 117.60/16.78 | | (446) baseTypes$(all_1219_4) = all_1219_2 & obj$(all_1219_6) = all_1219_1 % 117.60/16.78 | | & category$(all_1219_6) = all_1219_5 & iFunctions$(i$) = all_1219_0 % 117.60/16.78 | | & iCategory$(i$) = all_1219_6 & signature$(all_1219_4) = all_1219_3 % 117.60/16.78 | | & iSignature$(i$) = all_1219_4 & interpretation$(i$) = all_1219_7 & % 117.60/16.78 | | F_m_fun$(all_1219_0) & O_m_unit_Category_ext$(all_1219_6) & % 117.60/16.78 | | T_set$(all_1219_2) & T_f_unit_Signature_ext$(all_1219_4) & % 117.60/16.78 | | O_set$(all_1219_1) & ( ~ (all_1219_7 = 0) | (all_1219_3 = 0 & % 117.60/16.78 | | all_1219_5 = 0 & ! [v0: F$] : ! [v1: T$] : ! [v2: T$] : ! % 117.60/16.78 | | [v3: M$] : ! [v4: O_o_bool_fun_fun$] : ! [v5: O$] : ! [v6: % 117.60/16.78 | | O_bool_fun$] : ! [v7: O$] : ! [v8: int] : (v8 = 0 | ~ % 117.60/16.78 | | (fun_app$ae(all_1219_0, v0) = v3) | ~ % 117.60/16.78 | | (fun_app$ad(all_1016_2, v2) = v7) | ~ % 117.60/16.78 | | (fun_app$ad(all_1016_2, v1) = v5) | ~ (mapsTo$(all_1219_6, % 117.60/16.78 | | v3) = v4) | ~ (fun_app$r(v4, v5) = v6) | ~ % 117.60/16.78 | | (fun_app$f(v6, v7) = v8) | ~ T$(v2) | ~ T$(v1) | ~ F$(v0) % 117.60/16.78 | | | ? [v9: T_t_bool_fun_fun$] : ? [v10: T_bool_fun$] : ? % 117.60/16.78 | | [v11: int] : ( ~ (v11 = 0) & funsignature_abbrev$(v0, % 117.60/16.78 | | all_1219_4) = v9 & fun_app$q(v9, v1) = v10 & % 117.60/16.78 | | fun_app$e(v10, v2) = v11 & T_bool_fun$(v10) & % 117.60/16.78 | | T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! [v1: T$] : ! % 117.60/16.78 | | [v2: T$] : ! [v3: T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : % 117.60/16.78 | | ( ~ (funsignature_abbrev$(v0, all_1219_4) = v3) | ~ % 117.60/16.78 | | (fun_app$q(v3, v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ % 117.60/16.78 | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: % 117.60/16.78 | | O_o_bool_fun_fun$] : ? [v7: O$] : ? [v8: O_bool_fun$] : % 117.60/16.78 | | ? [v9: O$] : (fun_app$ae(all_1219_0, v0) = v5 & % 117.60/16.78 | | fun_app$ad(all_1016_2, v2) = v9 & fun_app$ad(all_1016_2, % 117.60/16.78 | | v1) = v7 & mapsTo$(all_1219_6, v5) = v6 & fun_app$r(v6, % 117.60/16.78 | | v7) = v8 & fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) % 117.60/16.78 | | & O_bool_fun$(v8) & O$(v9) & O$(v7) & M$(v5))) & ! [v0: % 117.60/16.78 | | T$] : ! [v1: O$] : ( ~ (fun_app$ad(all_1016_2, v0) = v1) | % 117.60/16.78 | | ~ T$(v0) | ? [v2: any] : ? [v3: any] : (member$e(v1, % 117.60/16.78 | | all_1219_1) = v3 & member$d(v0, all_1219_2) = v2 & ( ~ % 117.60/16.78 | | (v2 = 0) | v3 = 0))) & ! [v0: T$] : ( ~ (member$d(v0, % 117.60/16.78 | | all_1219_2) = 0) | ~ T$(v0) | ? [v1: O$] : % 117.60/16.78 | | (fun_app$ad(all_1016_2, v0) = v1 & member$e(v1, all_1219_1) = % 117.60/16.78 | | 0 & O$(v1))))) % 117.60/16.78 | | % 117.60/16.78 | | ALPHA: (446) implies: % 117.60/16.78 | | (447) interpretation$(i$) = all_1219_7 % 117.60/16.78 | | (448) iCategory$(i$) = all_1219_6 % 117.60/16.78 | | (449) iFunctions$(i$) = all_1219_0 % 117.60/16.78 | | % 117.60/16.78 | | DELTA: instantiating (331) with fresh symbols all_1221_0, all_1221_1, % 117.60/16.78 | | all_1221_2, all_1221_3, all_1221_4, all_1221_5, all_1221_6, % 117.60/16.78 | | all_1221_7 gives: % 117.60/16.79 | | (450) baseTypes$(all_1221_5) = all_1221_3 & obj$(all_837_0) = all_1221_1 % 117.60/16.79 | | & category$(all_837_0) = all_1221_6 & iFunctions$(i$) = all_1221_0 % 117.60/16.79 | | & iTypes$(i$) = all_1221_2 & signature$(all_1221_5) = all_1221_4 & % 117.60/16.79 | | iSignature$(i$) = all_1221_5 & interpretation$(i$) = all_1221_7 & % 117.60/16.79 | | F_m_fun$(all_1221_0) & T_set$(all_1221_3) & % 117.60/16.79 | | T_f_unit_Signature_ext$(all_1221_5) & O_set$(all_1221_1) & % 117.60/16.79 | | T_o_fun$(all_1221_2) & ( ~ (all_1221_7 = 0) | (all_1221_4 = 0 & % 117.60/16.79 | | all_1221_6 = 0 & ! [v0: F$] : ! [v1: T$] : ! [v2: T$] : ! % 117.60/16.79 | | [v3: M$] : ! [v4: O_o_bool_fun_fun$] : ! [v5: O$] : ! [v6: % 117.60/16.79 | | O_bool_fun$] : ! [v7: O$] : ! [v8: int] : (v8 = 0 | ~ % 117.60/16.79 | | (fun_app$ae(all_1221_0, v0) = v3) | ~ % 117.60/16.79 | | (fun_app$ad(all_1221_2, v2) = v7) | ~ % 117.60/16.79 | | (fun_app$ad(all_1221_2, v1) = v5) | ~ (mapsTo$(all_837_0, % 117.60/16.79 | | v3) = v4) | ~ (fun_app$r(v4, v5) = v6) | ~ % 117.60/16.79 | | (fun_app$f(v6, v7) = v8) | ~ T$(v2) | ~ T$(v1) | ~ F$(v0) % 117.60/16.79 | | | ? [v9: T_t_bool_fun_fun$] : ? [v10: T_bool_fun$] : ? % 117.60/16.79 | | [v11: int] : ( ~ (v11 = 0) & funsignature_abbrev$(v0, % 117.60/16.79 | | all_1221_5) = v9 & fun_app$q(v9, v1) = v10 & % 117.60/16.79 | | fun_app$e(v10, v2) = v11 & T_bool_fun$(v10) & % 117.60/16.79 | | T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! [v1: T$] : ! % 117.60/16.79 | | [v2: T$] : ! [v3: T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : % 117.60/16.79 | | ( ~ (funsignature_abbrev$(v0, all_1221_5) = v3) | ~ % 117.60/16.79 | | (fun_app$q(v3, v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ % 117.60/16.79 | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: % 117.60/16.79 | | O_o_bool_fun_fun$] : ? [v7: O$] : ? [v8: O_bool_fun$] : % 117.60/16.79 | | ? [v9: O$] : (fun_app$ae(all_1221_0, v0) = v5 & % 117.60/16.79 | | fun_app$ad(all_1221_2, v2) = v9 & fun_app$ad(all_1221_2, % 117.60/16.79 | | v1) = v7 & mapsTo$(all_837_0, v5) = v6 & fun_app$r(v6, % 117.60/16.79 | | v7) = v8 & fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) % 117.60/16.79 | | & O_bool_fun$(v8) & O$(v9) & O$(v7) & M$(v5))) & ! [v0: % 117.60/16.79 | | T$] : ! [v1: O$] : ( ~ (fun_app$ad(all_1221_2, v0) = v1) | % 117.60/16.79 | | ~ T$(v0) | ? [v2: any] : ? [v3: any] : (member$e(v1, % 117.60/16.79 | | all_1221_1) = v3 & member$d(v0, all_1221_3) = v2 & ( ~ % 117.60/16.79 | | (v2 = 0) | v3 = 0))) & ! [v0: T$] : ( ~ (member$d(v0, % 117.60/16.79 | | all_1221_3) = 0) | ~ T$(v0) | ? [v1: O$] : % 117.60/16.79 | | (fun_app$ad(all_1221_2, v0) = v1 & member$e(v1, all_1221_1) = % 117.60/16.79 | | 0 & O$(v1))))) % 117.60/16.79 | | % 117.60/16.79 | | ALPHA: (450) implies: % 117.60/16.79 | | (451) iFunctions$(i$) = all_1221_0 % 117.60/16.79 | | % 117.60/16.79 | | DELTA: instantiating (322) with fresh symbols all_1223_0, all_1223_1, % 117.60/16.79 | | all_1223_2, all_1223_3, all_1223_4, all_1223_5, all_1223_6, % 117.60/16.79 | | all_1223_7 gives: % 117.60/16.79 | | (452) baseTypes$(all_835_0) = all_1223_3 & obj$(all_1223_6) = all_1223_1 % 117.60/16.79 | | & category$(all_1223_6) = all_1223_5 & iFunctions$(i$) = all_1223_0 % 117.60/16.79 | | & iCategory$(i$) = all_1223_6 & iTypes$(i$) = all_1223_2 & % 117.60/16.79 | | signature$(all_835_0) = all_1223_4 & interpretation$(i$) = % 117.60/16.79 | | all_1223_7 & F_m_fun$(all_1223_0) & % 117.60/16.79 | | O_m_unit_Category_ext$(all_1223_6) & T_set$(all_1223_3) & % 117.60/16.79 | | O_set$(all_1223_1) & T_o_fun$(all_1223_2) & ( ~ (all_1223_7 = 0) | % 117.60/16.79 | | (all_1223_4 = 0 & all_1223_5 = 0 & ! [v0: F$] : ! [v1: T$] : ! % 117.60/16.79 | | [v2: T$] : ! [v3: M$] : ! [v4: O_o_bool_fun_fun$] : ! [v5: % 117.60/16.79 | | O$] : ! [v6: O_bool_fun$] : ! [v7: O$] : ! [v8: int] : (v8 % 117.60/16.79 | | = 0 | ~ (fun_app$ae(all_1223_0, v0) = v3) | ~ % 117.60/16.79 | | (fun_app$ad(all_1223_2, v2) = v7) | ~ % 117.60/16.79 | | (fun_app$ad(all_1223_2, v1) = v5) | ~ (mapsTo$(all_1223_6, % 117.60/16.79 | | v3) = v4) | ~ (fun_app$r(v4, v5) = v6) | ~ % 117.60/16.79 | | (fun_app$f(v6, v7) = v8) | ~ T$(v2) | ~ T$(v1) | ~ F$(v0) % 117.60/16.79 | | | ? [v9: T_t_bool_fun_fun$] : ? [v10: T_bool_fun$] : ? % 117.60/16.79 | | [v11: int] : ( ~ (v11 = 0) & funsignature_abbrev$(v0, % 117.60/16.79 | | all_835_0) = v9 & fun_app$q(v9, v1) = v10 & % 117.60/16.79 | | fun_app$e(v10, v2) = v11 & T_bool_fun$(v10) & % 117.60/16.79 | | T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! [v1: T$] : ! % 117.60/16.79 | | [v2: T$] : ! [v3: T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : % 117.60/16.79 | | ( ~ (funsignature_abbrev$(v0, all_835_0) = v3) | ~ % 117.60/16.79 | | (fun_app$q(v3, v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ % 117.60/16.79 | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: % 117.60/16.79 | | O_o_bool_fun_fun$] : ? [v7: O$] : ? [v8: O_bool_fun$] : % 117.60/16.79 | | ? [v9: O$] : (fun_app$ae(all_1223_0, v0) = v5 & % 117.60/16.79 | | fun_app$ad(all_1223_2, v2) = v9 & fun_app$ad(all_1223_2, % 117.60/16.79 | | v1) = v7 & mapsTo$(all_1223_6, v5) = v6 & fun_app$r(v6, % 117.60/16.79 | | v7) = v8 & fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) % 117.60/16.79 | | & O_bool_fun$(v8) & O$(v9) & O$(v7) & M$(v5))) & ! [v0: % 117.60/16.79 | | T$] : ! [v1: O$] : ( ~ (fun_app$ad(all_1223_2, v0) = v1) | % 117.60/16.79 | | ~ T$(v0) | ? [v2: any] : ? [v3: any] : (member$e(v1, % 117.60/16.79 | | all_1223_1) = v3 & member$d(v0, all_1223_3) = v2 & ( ~ % 117.60/16.79 | | (v2 = 0) | v3 = 0))) & ! [v0: T$] : ( ~ (member$d(v0, % 117.60/16.79 | | all_1223_3) = 0) | ~ T$(v0) | ? [v1: O$] : % 117.60/16.79 | | (fun_app$ad(all_1223_2, v0) = v1 & member$e(v1, all_1223_1) = % 117.60/16.79 | | 0 & O$(v1))))) % 117.60/16.79 | | % 117.60/16.79 | | ALPHA: (452) implies: % 117.60/16.79 | | (453) interpretation$(i$) = all_1223_7 % 117.60/16.79 | | (454) iCategory$(i$) = all_1223_6 % 117.60/16.79 | | (455) iFunctions$(i$) = all_1223_0 % 117.74/16.79 | | (456) ~ (all_1223_7 = 0) | (all_1223_4 = 0 & all_1223_5 = 0 & ! [v0: % 117.74/16.79 | | F$] : ! [v1: T$] : ! [v2: T$] : ! [v3: M$] : ! [v4: % 117.74/16.79 | | O_o_bool_fun_fun$] : ! [v5: O$] : ! [v6: O_bool_fun$] : ! % 117.74/16.79 | | [v7: O$] : ! [v8: int] : (v8 = 0 | ~ (fun_app$ae(all_1223_0, % 117.74/16.79 | | v0) = v3) | ~ (fun_app$ad(all_1223_2, v2) = v7) | ~ % 117.74/16.79 | | (fun_app$ad(all_1223_2, v1) = v5) | ~ (mapsTo$(all_1223_6, v3) % 117.74/16.79 | | = v4) | ~ (fun_app$r(v4, v5) = v6) | ~ (fun_app$f(v6, v7) = % 117.74/16.79 | | v8) | ~ T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v9: % 117.74/16.79 | | T_t_bool_fun_fun$] : ? [v10: T_bool_fun$] : ? [v11: int] : % 117.74/16.79 | | ( ~ (v11 = 0) & funsignature_abbrev$(v0, all_835_0) = v9 & % 117.74/16.79 | | fun_app$q(v9, v1) = v10 & fun_app$e(v10, v2) = v11 & % 117.74/16.79 | | T_bool_fun$(v10) & T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! % 117.74/16.79 | | [v1: T$] : ! [v2: T$] : ! [v3: T_t_bool_fun_fun$] : ! [v4: % 117.74/16.79 | | T_bool_fun$] : ( ~ (funsignature_abbrev$(v0, all_835_0) = v3) | % 117.74/16.79 | | ~ (fun_app$q(v3, v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ % 117.74/16.79 | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: % 117.74/16.79 | | O_o_bool_fun_fun$] : ? [v7: O$] : ? [v8: O_bool_fun$] : ? % 117.74/16.79 | | [v9: O$] : (fun_app$ae(all_1223_0, v0) = v5 & % 117.74/16.79 | | fun_app$ad(all_1223_2, v2) = v9 & fun_app$ad(all_1223_2, v1) % 117.74/16.79 | | = v7 & mapsTo$(all_1223_6, v5) = v6 & fun_app$r(v6, v7) = v8 % 117.74/16.79 | | & fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) & % 117.74/16.79 | | O_bool_fun$(v8) & O$(v9) & O$(v7) & M$(v5))) & ! [v0: T$] : % 117.74/16.79 | | ! [v1: O$] : ( ~ (fun_app$ad(all_1223_2, v0) = v1) | ~ T$(v0) | % 117.74/16.79 | | ? [v2: any] : ? [v3: any] : (member$e(v1, all_1223_1) = v3 & % 117.74/16.79 | | member$d(v0, all_1223_3) = v2 & ( ~ (v2 = 0) | v3 = 0))) & ! % 117.74/16.79 | | [v0: T$] : ( ~ (member$d(v0, all_1223_3) = 0) | ~ T$(v0) | ? % 117.74/16.79 | | [v1: O$] : (fun_app$ad(all_1223_2, v0) = v1 & member$e(v1, % 117.74/16.79 | | all_1223_1) = 0 & O$(v1)))) % 117.74/16.79 | | % 117.74/16.79 | | DELTA: instantiating (336) with fresh symbols all_1231_0, all_1231_1, % 117.74/16.79 | | all_1231_2, all_1231_3, all_1231_4, all_1231_5, all_1231_6, % 117.74/16.79 | | all_1231_7, all_1231_8, all_1231_9, all_1231_10, all_1231_11, % 117.74/16.79 | | all_1231_12, all_1231_13, all_1231_14, all_1231_15, all_1231_16, % 117.74/16.79 | | all_1231_17, all_1231_18, all_1231_19, all_1231_20, all_1231_21, % 117.74/16.79 | | all_1231_22, all_1231_23, all_1231_24, all_1231_25, all_1231_26, % 117.74/16.79 | | all_1231_27, all_1231_28, all_1231_29, all_1231_30, all_1231_31, % 117.74/16.79 | | all_1231_32, all_1231_33, all_1231_34, all_1231_35, all_1231_36, % 117.74/16.79 | | all_1231_37, all_1231_38, all_1231_39, all_1231_40, all_1231_41, % 117.74/16.79 | | all_1231_42, all_1231_43, all_1231_44, all_1231_45, all_1231_46, % 117.74/16.79 | | all_1231_47, all_1231_48, all_1231_49, all_1231_50, all_1231_51, % 117.74/16.79 | | all_1231_52, all_1231_53, all_1231_54, all_1231_55, all_1231_56, % 117.74/16.79 | | all_1231_57, all_1231_58, all_1231_59, all_1231_60, all_1231_61, % 117.74/16.79 | | all_1231_62 gives: % 117.74/16.80 | | (457) category_axioms$(all_837_0) = all_1231_56 & mor$(all_837_0) = % 117.74/16.80 | | all_1231_62 & dom$(all_837_0) = all_1231_61 & cod$(all_837_0) = % 117.74/16.80 | | all_1231_60 & id$(all_837_0) = all_1231_59 & comp$(all_837_0) = % 117.74/16.80 | | all_1231_58 & compDefined$(all_837_0) = all_1231_57 & % 117.74/16.80 | | M_set$(all_1231_62) & M_o_fun$(all_1231_60) & M_o_fun$(all_1231_61) % 117.74/16.80 | | & M_m_bool_fun_fun$(all_1231_57) & O$(all_1231_13) & % 117.74/16.80 | | O$(all_1231_51) & O$(all_1231_53) & O$(all_1231_54) & % 117.74/16.80 | | M$(all_1231_3) & M$(all_1231_7) & M$(all_1231_19) & M$(all_1231_25) % 117.74/16.80 | | & M$(all_1231_37) & M$(all_1231_38) & M$(all_1231_39) & % 117.74/16.80 | | M$(all_1231_52) & M$(all_1231_55) & O_m_fun$(all_1231_59) & % 117.74/16.80 | | M_m_m_fun_fun$(all_1231_58) & (all_1231_56 = 0 | (all_1231_2 = 0 & % 117.74/16.80 | | ~ (all_1231_0 = 0) & fun_app$al(all_1231_61, all_1231_3) = % 117.74/16.80 | | all_1231_1 & member$f(all_1231_3, all_1231_62) = 0 & % 117.74/16.80 | | member$e(all_1231_1, all_1016_0) = all_1231_0 & O$(all_1231_1)) % 117.74/16.80 | | | (all_1231_6 = 0 & ~ (all_1231_4 = 0) & fun_app$al(all_1231_60, % 117.74/16.80 | | all_1231_7) = all_1231_5 & member$f(all_1231_7, all_1231_62) % 117.74/16.80 | | = 0 & member$e(all_1231_5, all_1016_0) = all_1231_4 & % 117.74/16.80 | | O$(all_1231_5)) | (all_1231_12 = 0 & ~ (all_1231_8 = 0) & % 117.74/16.80 | | fun_app$af(all_1231_59, all_1231_13) = all_1231_11 & % 117.74/16.80 | | mapsTo$(all_837_0, all_1231_11) = all_1231_10 & % 117.74/16.80 | | fun_app$r(all_1231_10, all_1231_13) = all_1231_9 & % 117.74/16.80 | | member$e(all_1231_13, all_1016_0) = 0 & fun_app$f(all_1231_9, % 117.74/16.80 | | all_1231_13) = all_1231_8 & O_o_bool_fun_fun$(all_1231_10) & % 117.74/16.80 | | O_bool_fun$(all_1231_9) & M$(all_1231_11)) | (all_1231_18 = 0 & % 117.74/16.80 | | ~ (all_1231_14 = all_1231_19) & fun_app$al(all_1231_61, % 117.74/16.80 | | all_1231_19) = all_1231_17 & fun_app$af(all_1231_59, % 117.74/16.80 | | all_1231_17) = all_1231_16 & fun_app$v(all_1231_58, % 117.74/16.80 | | all_1231_16) = all_1231_15 & fun_app$u(all_1231_15, % 117.74/16.80 | | all_1231_19) = all_1231_14 & member$f(all_1231_19, % 117.74/16.80 | | all_1231_62) = 0 & M_m_fun$(all_1231_15) & O$(all_1231_17) & % 117.74/16.80 | | M$(all_1231_14) & M$(all_1231_16)) | (all_1231_24 = 0 & ~ % 117.74/16.80 | | (all_1231_20 = all_1231_25) & fun_app$al(all_1231_60, % 117.74/16.80 | | all_1231_25) = all_1231_22 & fun_app$af(all_1231_59, % 117.74/16.80 | | all_1231_22) = all_1231_21 & fun_app$v(all_1231_58, % 117.74/16.80 | | all_1231_25) = all_1231_23 & fun_app$u(all_1231_23, % 117.74/16.80 | | all_1231_21) = all_1231_20 & member$f(all_1231_25, % 117.74/16.80 | | all_1231_62) = 0 & M_m_fun$(all_1231_23) & O$(all_1231_22) & % 117.74/16.80 | | M$(all_1231_20) & M$(all_1231_21)) | (all_1231_33 = 0 & % 117.74/16.80 | | all_1231_35 = 0 & ~ (all_1231_26 = all_1231_29) & % 117.74/16.80 | | fun_app$v(all_1231_58, all_1231_31) = all_1231_30 & % 117.74/16.80 | | fun_app$v(all_1231_58, all_1231_38) = all_1231_28 & % 117.74/16.80 | | fun_app$v(all_1231_58, all_1231_39) = all_1231_32 & % 117.74/16.80 | | fun_app$u(all_1231_28, all_1231_37) = all_1231_27 & % 117.74/16.80 | | fun_app$u(all_1231_30, all_1231_37) = all_1231_29 & % 117.74/16.80 | | fun_app$u(all_1231_32, all_1231_27) = all_1231_26 & % 117.74/16.80 | | fun_app$u(all_1231_32, all_1231_38) = all_1231_31 & % 117.74/16.80 | | fun_app$s(all_1231_57, all_1231_38) = all_1231_34 & % 117.74/16.80 | | fun_app$s(all_1231_57, all_1231_39) = all_1231_36 & % 117.74/16.80 | | fun_app$g(all_1231_34, all_1231_37) = 0 & % 117.74/16.80 | | fun_app$g(all_1231_36, all_1231_38) = 0 & M_m_fun$(all_1231_28) % 117.74/16.80 | | & M_m_fun$(all_1231_30) & M_m_fun$(all_1231_32) & % 117.74/16.80 | | M_bool_fun$(all_1231_34) & M_bool_fun$(all_1231_36) & % 117.74/16.80 | | M$(all_1231_26) & M$(all_1231_27) & M$(all_1231_29) & % 117.74/16.80 | | M$(all_1231_31)) | (all_1231_45 = 0 & all_1231_48 = 0 & ~ % 117.74/16.80 | | (all_1231_40 = 0) & mapsTo$(all_837_0, all_1231_43) = % 117.74/16.80 | | all_1231_42 & mapsTo$(all_837_0, all_1231_52) = all_1231_47 & % 117.74/16.80 | | mapsTo$(all_837_0, all_1231_55) = all_1231_50 & % 117.74/16.80 | | fun_app$v(all_1231_58, all_1231_55) = all_1231_44 & % 117.74/16.80 | | fun_app$u(all_1231_44, all_1231_52) = all_1231_43 & % 117.74/16.80 | | fun_app$r(all_1231_42, all_1231_54) = all_1231_41 & % 117.74/16.80 | | fun_app$r(all_1231_47, all_1231_53) = all_1231_46 & % 117.74/16.80 | | fun_app$r(all_1231_50, all_1231_54) = all_1231_49 & % 117.74/16.80 | | fun_app$f(all_1231_41, all_1231_51) = all_1231_40 & % 117.74/16.80 | | fun_app$f(all_1231_46, all_1231_51) = 0 & % 117.74/16.80 | | fun_app$f(all_1231_49, all_1231_53) = 0 & M_m_fun$(all_1231_44) % 117.74/16.80 | | & O_o_bool_fun_fun$(all_1231_42) & % 117.74/16.80 | | O_o_bool_fun_fun$(all_1231_47) & O_o_bool_fun_fun$(all_1231_50) % 117.74/16.80 | | & O_bool_fun$(all_1231_41) & O_bool_fun$(all_1231_46) & % 117.74/16.80 | | O_bool_fun$(all_1231_49) & M$(all_1231_43))) % 117.74/16.80 | | % 117.74/16.80 | | ALPHA: (457) implies: % 117.74/16.80 | | (458) comp$(all_837_0) = all_1231_58 % 117.74/16.80 | | % 117.74/16.80 | | DELTA: instantiating (339) with fresh symbols all_1241_0, all_1241_1, % 117.74/16.80 | | all_1241_2, all_1241_3, all_1241_4, all_1241_5, all_1241_6 gives: % 117.74/16.80 | | (459) category_axioms$(all_837_0) = all_1241_6 & mor$(all_837_0) = % 117.74/16.80 | | all_1241_5 & dom$(all_837_0) = all_1241_4 & cod$(all_837_0) = % 117.74/16.80 | | all_1241_3 & id$(all_837_0) = all_1241_2 & comp$(all_837_0) = % 117.74/16.80 | | all_1241_1 & compDefined$(all_837_0) = all_1241_0 & % 117.74/16.80 | | M_set$(all_1241_5) & M_o_fun$(all_1241_3) & M_o_fun$(all_1241_4) & % 117.74/16.80 | | M_m_bool_fun_fun$(all_1241_0) & O_m_fun$(all_1241_2) & % 117.74/16.80 | | M_m_m_fun_fun$(all_1241_1) & ( ~ (all_1241_6 = 0) | ( ! [v0: M$] : % 117.74/16.80 | | ! [v1: O$] : ! [v2: O$] : ! [v3: M$] : ! [v4: O$] : ! [v5: % 117.74/16.80 | | O_o_bool_fun_fun$] : ! [v6: O_bool_fun$] : ! [v7: M_m_fun$] % 117.74/16.80 | | : ! [v8: M$] : ! [v9: O_o_bool_fun_fun$] : ! [v10: % 117.74/16.80 | | O_bool_fun$] : ! [v11: int] : (v11 = 0 | ~ % 117.74/16.80 | | (mapsTo$(all_837_0, v8) = v9) | ~ (mapsTo$(all_837_0, v3) = % 117.74/16.80 | | v5) | ~ (fun_app$v(all_1241_1, v0) = v7) | ~ % 117.74/16.80 | | (fun_app$u(v7, v3) = v8) | ~ (fun_app$r(v9, v1) = v10) | ~ % 117.74/16.80 | | (fun_app$r(v5, v2) = v6) | ~ (fun_app$f(v10, v4) = v11) | ~ % 117.74/16.80 | | (fun_app$f(v6, v4) = 0) | ~ O$(v4) | ~ O$(v2) | ~ O$(v1) | % 117.74/16.80 | | ~ M$(v3) | ~ M$(v0) | ? [v12: O_o_bool_fun_fun$] : ? % 117.74/16.80 | | [v13: O_bool_fun$] : ? [v14: int] : ( ~ (v14 = 0) & % 117.74/16.80 | | mapsTo$(all_837_0, v0) = v12 & fun_app$r(v12, v1) = v13 & % 117.74/16.80 | | fun_app$f(v13, v2) = v14 & O_o_bool_fun_fun$(v12) & % 117.74/16.80 | | O_bool_fun$(v13))) & ! [v0: M$] : ! [v1: O$] : ! [v2: % 117.74/16.80 | | O$] : ! [v3: M$] : ! [v4: O$] : ! [v5: O_o_bool_fun_fun$] % 117.74/16.80 | | : ! [v6: O_bool_fun$] : ! [v7: M_m_fun$] : ! [v8: M$] : ! % 117.74/16.80 | | [v9: O_o_bool_fun_fun$] : ! [v10: O_bool_fun$] : ! [v11: int] % 117.74/16.81 | | : (v11 = 0 | ~ (mapsTo$(all_837_0, v8) = v9) | ~ % 117.74/16.81 | | (mapsTo$(all_837_0, v0) = v5) | ~ (fun_app$v(all_1241_1, v0) % 117.74/16.81 | | = v7) | ~ (fun_app$u(v7, v3) = v8) | ~ (fun_app$r(v9, v1) % 117.74/16.81 | | = v10) | ~ (fun_app$r(v5, v1) = v6) | ~ (fun_app$f(v10, % 117.74/16.81 | | v4) = v11) | ~ (fun_app$f(v6, v2) = 0) | ~ O$(v4) | ~ % 117.74/16.81 | | O$(v2) | ~ O$(v1) | ~ M$(v3) | ~ M$(v0) | ? [v12: % 117.74/16.81 | | O_o_bool_fun_fun$] : ? [v13: O_bool_fun$] : ? [v14: int] % 117.74/16.81 | | : ( ~ (v14 = 0) & mapsTo$(all_837_0, v3) = v12 & % 117.74/16.81 | | fun_app$r(v12, v2) = v13 & fun_app$f(v13, v4) = v14 & % 117.74/16.81 | | O_o_bool_fun_fun$(v12) & O_bool_fun$(v13))) & ! [v0: M$] : % 117.74/16.81 | | ! [v1: O$] : ! [v2: O$] : ! [v3: M$] : ! [v4: O$] : ! [v5: % 117.74/16.81 | | O_o_bool_fun_fun$] : ! [v6: O_bool_fun$] : ! [v7: % 117.74/16.81 | | O_o_bool_fun_fun$] : ! [v8: O_bool_fun$] : ( ~ % 117.74/16.81 | | (mapsTo$(all_837_0, v3) = v7) | ~ (mapsTo$(all_837_0, v0) = % 117.74/16.81 | | v5) | ~ (fun_app$r(v7, v2) = v8) | ~ (fun_app$r(v5, v1) = % 117.74/16.81 | | v6) | ~ (fun_app$f(v8, v4) = 0) | ~ (fun_app$f(v6, v2) = % 117.74/16.81 | | 0) | ~ O$(v4) | ~ O$(v2) | ~ O$(v1) | ~ M$(v3) | ~ % 117.74/16.81 | | M$(v0) | ? [v9: M_m_fun$] : ? [v10: M$] : ? [v11: % 117.74/16.81 | | O_o_bool_fun_fun$] : ? [v12: O_bool_fun$] : % 117.74/16.81 | | (mapsTo$(all_837_0, v10) = v11 & fun_app$v(all_1241_1, v0) = % 117.74/16.81 | | v9 & fun_app$u(v9, v3) = v10 & fun_app$r(v11, v1) = v12 & % 117.74/16.81 | | fun_app$f(v12, v4) = 0 & M_m_fun$(v9) & % 117.74/16.81 | | O_o_bool_fun_fun$(v11) & O_bool_fun$(v12) & M$(v10))) & ! % 117.74/16.81 | | [v0: M$] : ! [v1: M$] : ! [v2: M$] : ! [v3: M_m_fun$] : ! % 117.74/16.81 | | [v4: M$] : ! [v5: M_m_fun$] : ! [v6: M$] : ( ~ % 117.74/16.81 | | (fun_app$v(all_1241_1, v4) = v5) | ~ (fun_app$v(all_1241_1, % 117.74/16.81 | | v0) = v3) | ~ (fun_app$u(v5, v2) = v6) | ~ % 117.74/16.81 | | (fun_app$u(v3, v1) = v4) | ~ M$(v2) | ~ M$(v1) | ~ M$(v0) % 117.74/16.81 | | | ? [v7: M_bool_fun$] : ? [v8: any] : ? [v9: M_bool_fun$] % 117.74/16.81 | | : ? [v10: any] : ? [v11: M_m_fun$] : ? [v12: M$] : ? % 117.74/16.81 | | [v13: M$] : (fun_app$v(all_1241_1, v1) = v11 & fun_app$u(v11, % 117.74/16.81 | | v2) = v12 & fun_app$u(v3, v12) = v13 & % 117.74/16.81 | | fun_app$s(all_1241_0, v1) = v9 & fun_app$s(all_1241_0, v0) % 117.74/16.81 | | = v7 & fun_app$g(v9, v2) = v10 & fun_app$g(v7, v1) = v8 & % 117.74/16.81 | | M_m_fun$(v11) & M_bool_fun$(v9) & M_bool_fun$(v7) & M$(v13) % 117.74/16.81 | | & M$(v12) & ( ~ (v10 = 0) | ~ (v8 = 0) | v13 = v6))) & ! % 117.74/16.81 | | [v0: M$] : ! [v1: M$] : ! [v2: M$] : ! [v3: M_m_fun$] : ! % 117.74/16.81 | | [v4: M_m_fun$] : ! [v5: M$] : ! [v6: M$] : ( ~ % 117.74/16.81 | | (fun_app$v(all_1241_1, v1) = v4) | ~ (fun_app$v(all_1241_1, % 117.74/16.81 | | v0) = v3) | ~ (fun_app$u(v4, v2) = v5) | ~ % 117.74/16.81 | | (fun_app$u(v3, v5) = v6) | ~ M$(v2) | ~ M$(v1) | ~ M$(v0) % 117.74/16.81 | | | ? [v7: M_bool_fun$] : ? [v8: any] : ? [v9: M_bool_fun$] % 117.74/16.81 | | : ? [v10: any] : ? [v11: M$] : ? [v12: M_m_fun$] : ? % 117.74/16.81 | | [v13: M$] : (fun_app$v(all_1241_1, v11) = v12 & % 117.74/16.81 | | fun_app$u(v12, v2) = v13 & fun_app$u(v3, v1) = v11 & % 117.74/16.81 | | fun_app$s(all_1241_0, v1) = v9 & fun_app$s(all_1241_0, v0) % 117.74/16.81 | | = v7 & fun_app$g(v9, v2) = v10 & fun_app$g(v7, v1) = v8 & % 117.74/16.81 | | M_m_fun$(v12) & M_bool_fun$(v9) & M_bool_fun$(v7) & M$(v13) % 117.74/16.81 | | & M$(v11) & ( ~ (v10 = 0) | ~ (v8 = 0) | v13 = v6))) & ! % 117.74/16.81 | | [v0: M$] : ! [v1: O$] : ( ~ (fun_app$al(all_1241_3, v0) = v1) % 117.74/16.81 | | | ~ M$(v0) | ? [v2: any] : ? [v3: M_m_fun$] : ? [v4: M$] % 117.74/16.81 | | : ? [v5: M$] : (fun_app$af(all_1241_2, v1) = v4 & % 117.74/16.81 | | fun_app$v(all_1241_1, v0) = v3 & fun_app$u(v3, v4) = v5 & % 117.74/16.81 | | member$f(v0, all_1241_5) = v2 & M_m_fun$(v3) & M$(v5) & % 117.74/16.81 | | M$(v4) & ( ~ (v2 = 0) | v5 = v0))) & ! [v0: M$] : ! [v1: % 117.74/16.81 | | O$] : ( ~ (fun_app$al(all_1241_3, v0) = v1) | ~ M$(v0) | ? % 117.74/16.81 | | [v2: any] : ? [v3: any] : (member$f(v0, all_1241_5) = v2 & % 117.74/16.81 | | member$e(v1, all_1016_0) = v3 & ( ~ (v2 = 0) | v3 = 0))) & % 117.74/16.81 | | ! [v0: M$] : ! [v1: O$] : ( ~ (fun_app$al(all_1241_4, v0) = % 117.74/16.81 | | v1) | ~ M$(v0) | ? [v2: any] : ? [v3: M$] : ? [v4: % 117.74/16.81 | | M_m_fun$] : ? [v5: M$] : (fun_app$af(all_1241_2, v1) = v3 % 117.74/16.81 | | & fun_app$v(all_1241_1, v3) = v4 & fun_app$u(v4, v0) = v5 & % 117.74/16.81 | | member$f(v0, all_1241_5) = v2 & M_m_fun$(v4) & M$(v5) & % 117.74/16.81 | | M$(v3) & ( ~ (v2 = 0) | v5 = v0))) & ! [v0: M$] : ! [v1: % 117.74/16.81 | | O$] : ( ~ (fun_app$al(all_1241_4, v0) = v1) | ~ M$(v0) | ? % 117.74/16.81 | | [v2: any] : ? [v3: any] : (member$f(v0, all_1241_5) = v2 & % 117.74/16.81 | | member$e(v1, all_1016_0) = v3 & ( ~ (v2 = 0) | v3 = 0))) & % 117.74/16.81 | | ! [v0: O$] : ! [v1: M$] : ( ~ (fun_app$af(all_1241_2, v0) = % 117.74/16.81 | | v1) | ~ O$(v0) | ? [v2: any] : ? [v3: O_o_bool_fun_fun$] % 117.74/16.81 | | : ? [v4: O_bool_fun$] : ? [v5: any] : (mapsTo$(all_837_0, % 117.74/16.81 | | v1) = v3 & fun_app$r(v3, v0) = v4 & member$e(v0, % 117.74/16.81 | | all_1016_0) = v2 & fun_app$f(v4, v0) = v5 & % 117.74/16.81 | | O_o_bool_fun_fun$(v3) & O_bool_fun$(v4) & ( ~ (v2 = 0) | v5 % 117.74/16.81 | | = 0))) & ! [v0: M$] : ! [v1: M_m_fun$] : ( ~ % 117.74/16.81 | | (fun_app$v(all_1241_1, v0) = v1) | ~ M$(v0) | ? [v2: any] : % 117.74/16.81 | | ? [v3: O$] : ? [v4: M$] : ? [v5: M$] : % 117.74/16.81 | | (fun_app$al(all_1241_3, v0) = v3 & fun_app$af(all_1241_2, v3) % 117.74/16.81 | | = v4 & fun_app$u(v1, v4) = v5 & member$f(v0, all_1241_5) = % 117.74/16.81 | | v2 & O$(v3) & M$(v5) & M$(v4) & ( ~ (v2 = 0) | v5 = v0))) & % 117.74/16.81 | | ! [v0: M$] : ( ~ (member$f(v0, all_1241_5) = 0) | ~ M$(v0) | % 117.74/16.81 | | ? [v1: M_m_fun$] : ? [v2: O$] : ? [v3: M$] : % 117.74/16.81 | | (fun_app$al(all_1241_3, v0) = v2 & fun_app$af(all_1241_2, v2) % 117.74/16.81 | | = v3 & fun_app$v(all_1241_1, v0) = v1 & fun_app$u(v1, v3) = % 117.74/16.81 | | v0 & M_m_fun$(v1) & O$(v2) & M$(v3))) & ! [v0: M$] : ( ~ % 117.74/16.81 | | (member$f(v0, all_1241_5) = 0) | ~ M$(v0) | ? [v1: O$] : ? % 117.74/16.81 | | [v2: M$] : ? [v3: M_m_fun$] : (fun_app$al(all_1241_4, v0) = % 117.74/16.81 | | v1 & fun_app$af(all_1241_2, v1) = v2 & % 117.74/16.81 | | fun_app$v(all_1241_1, v2) = v3 & fun_app$u(v3, v0) = v0 & % 117.74/16.81 | | M_m_fun$(v3) & O$(v1) & M$(v2))) & ! [v0: M$] : ( ~ % 117.74/16.81 | | (member$f(v0, all_1241_5) = 0) | ~ M$(v0) | ? [v1: O$] : % 117.74/16.81 | | (fun_app$al(all_1241_3, v0) = v1 & member$e(v1, all_1016_0) = % 117.74/16.81 | | 0 & O$(v1))) & ! [v0: M$] : ( ~ (member$f(v0, all_1241_5) % 117.74/16.81 | | = 0) | ~ M$(v0) | ? [v1: O$] : (fun_app$al(all_1241_4, % 117.74/16.81 | | v0) = v1 & member$e(v1, all_1016_0) = 0 & O$(v1))) & ! % 117.74/16.81 | | [v0: O$] : ( ~ (member$e(v0, all_1016_0) = 0) | ~ O$(v0) | ? % 117.74/16.81 | | [v1: M$] : ? [v2: O_o_bool_fun_fun$] : ? [v3: O_bool_fun$] % 117.74/16.81 | | : (fun_app$af(all_1241_2, v0) = v1 & mapsTo$(all_837_0, v1) = % 117.74/16.81 | | v2 & fun_app$r(v2, v0) = v3 & fun_app$f(v3, v0) = 0 & % 117.74/16.81 | | O_o_bool_fun_fun$(v2) & O_bool_fun$(v3) & M$(v1))))) % 117.74/16.81 | | % 117.74/16.81 | | ALPHA: (459) implies: % 117.74/16.81 | | (460) comp$(all_837_0) = all_1241_1 % 117.74/16.81 | | % 117.74/16.81 | | REDUCE: (309), (414) imply: % 117.74/16.81 | | (461) fun_app$v(all_1195_6, g$) = all_1195_5 % 117.74/16.81 | | % 117.74/16.81 | | REDUCE: (341), (399) imply: % 117.74/16.81 | | (462) fun_app$v(all_1193_6, g$) = all_1193_5 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (54) with all_1161_1, all_1202_6, all_837_0, % 117.74/16.81 | | simplifying with (355), (424) gives: % 117.74/16.81 | | (463) all_1202_6 = all_1161_1 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (54) with all_1202_6, all_1204_5, all_837_0, % 117.74/16.81 | | simplifying with (424), (426) gives: % 117.74/16.81 | | (464) all_1204_5 = all_1202_6 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (54) with all_1231_58, all_1241_1, all_837_0, % 117.74/16.81 | | simplifying with (458), (460) gives: % 117.74/16.81 | | (465) all_1241_1 = all_1231_58 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (54) with all_1204_5, all_1241_1, all_837_0, % 117.74/16.81 | | simplifying with (426), (460) gives: % 117.74/16.81 | | (466) all_1241_1 = all_1204_5 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (54) with all_1189_7, all_1241_1, all_837_0, % 117.74/16.81 | | simplifying with (383), (460) gives: % 117.74/16.81 | | (467) all_1241_1 = all_1189_7 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1179_9, all_1181_9, i$, simplifying % 117.74/16.81 | | with (369), (372) gives: % 117.74/16.81 | | (468) all_1181_9 = all_1179_9 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1181_9, all_1183_9, i$, simplifying % 117.74/16.81 | | with (372), (377) gives: % 117.74/16.81 | | (469) all_1183_9 = all_1181_9 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1183_9, all_1206_16, i$, % 117.74/16.81 | | simplifying with (377), (428) gives: % 117.74/16.81 | | (470) all_1206_16 = all_1183_9 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1206_16, all_1208_16, i$, % 117.74/16.81 | | simplifying with (428), (431) gives: % 117.74/16.81 | | (471) all_1208_16 = all_1206_16 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with 0, all_1212_16, i$, simplifying with % 117.74/16.81 | | (2), (438) gives: % 117.74/16.81 | | (472) all_1212_16 = 0 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1210_16, all_1212_16, i$, % 117.74/16.81 | | simplifying with (434), (438) gives: % 117.74/16.81 | | (473) all_1212_16 = all_1210_16 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1208_16, all_1212_16, i$, % 117.74/16.81 | | simplifying with (431), (438) gives: % 117.74/16.81 | | (474) all_1212_16 = all_1208_16 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1179_9, all_1219_7, i$, simplifying % 117.74/16.81 | | with (369), (447) gives: % 117.74/16.81 | | (475) all_1219_7 = all_1179_9 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1175_7, all_1219_7, i$, simplifying % 117.74/16.81 | | with (363), (447) gives: % 117.74/16.81 | | (476) all_1219_7 = all_1175_7 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1179_9, all_1223_7, i$, simplifying % 117.74/16.81 | | with (369), (453) gives: % 117.74/16.81 | | (477) all_1223_7 = all_1179_9 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (55) with all_1177_9, all_1223_7, i$, simplifying % 117.74/16.81 | | with (366), (453) gives: % 117.74/16.81 | | (478) all_1223_7 = all_1177_9 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (67) with all_1191_11, all_1193_11, f$, exprApp$, % 117.74/16.81 | | simplifying with (390), (405) gives: % 117.74/16.81 | | (479) all_1193_11 = all_1191_11 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (67) with all_869_3, all_1195_11, f$, exprApp$, % 117.74/16.81 | | simplifying with (100), (418) gives: % 117.74/16.81 | | (480) all_1195_11 = all_869_3 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (67) with all_1193_11, all_1195_11, f$, exprApp$, % 117.74/16.81 | | simplifying with (405), (418) gives: % 117.74/16.81 | | (481) all_1195_11 = all_1193_11 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (68) with all_880_1, all_1145_3, all_835_0, f$, % 117.74/16.81 | | simplifying with (253), (353) gives: % 117.74/16.81 | | (482) all_1145_3 = all_880_1 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (69) with 0, all_1193_12, all_858_0, all_835_0, % 117.74/16.81 | | simplifying with (294), (406) gives: % 117.74/16.81 | | (483) all_1193_12 = 0 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (69) with all_1193_12, all_1195_12, all_858_0, % 117.74/16.81 | | all_835_0, simplifying with (406), (419) gives: % 117.74/16.81 | | (484) all_1195_12 = all_1193_12 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (69) with all_1191_12, all_1195_12, all_858_0, % 117.74/16.81 | | all_835_0, simplifying with (391), (419) gives: % 117.74/16.81 | | (485) all_1195_12 = all_1191_12 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_837_0, all_1133_2, i$, simplifying % 117.74/16.81 | | with (78), (346) gives: % 117.74/16.81 | | (486) all_1133_2 = all_837_0 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1175_6, all_1177_8, i$, simplifying % 117.74/16.81 | | with (364), (367) gives: % 117.74/16.81 | | (487) all_1177_8 = all_1175_6 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1163_2, all_1177_8, i$, simplifying % 117.74/16.81 | | with (357), (367) gives: % 117.74/16.81 | | (488) all_1177_8 = all_1163_2 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1139_3, all_1177_8, i$, simplifying % 117.74/16.81 | | with (350), (367) gives: % 117.74/16.81 | | (489) all_1177_8 = all_1139_3 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1133_2, all_1177_8, i$, simplifying % 117.74/16.81 | | with (346), (367) gives: % 117.74/16.81 | | (490) all_1177_8 = all_1133_2 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1177_8, all_1181_8, i$, simplifying % 117.74/16.81 | | with (367), (373) gives: % 117.74/16.81 | | (491) all_1181_8 = all_1177_8 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1181_8, all_1191_7, i$, simplifying % 117.74/16.81 | | with (373), (392) gives: % 117.74/16.81 | | (492) all_1191_7 = all_1181_8 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1191_7, all_1193_7, i$, simplifying % 117.74/16.81 | | with (392), (407) gives: % 117.74/16.81 | | (493) all_1193_7 = all_1191_7 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1179_8, all_1195_7, i$, simplifying % 117.74/16.81 | | with (370), (420) gives: % 117.74/16.81 | | (494) all_1195_7 = all_1179_8 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1163_2, all_1195_7, i$, simplifying % 117.74/16.81 | | with (357), (420) gives: % 117.74/16.81 | | (495) all_1195_7 = all_1163_2 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1127_2, all_1195_7, i$, simplifying % 117.74/16.81 | | with (343), (420) gives: % 117.74/16.81 | | (496) all_1195_7 = all_1127_2 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1193_7, all_1208_23, i$, % 117.74/16.81 | | simplifying with (407), (432) gives: % 117.74/16.81 | | (497) all_1208_23 = all_1193_7 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1208_23, all_1210_23, i$, % 117.74/16.81 | | simplifying with (432), (435) gives: % 117.74/16.81 | | (498) all_1210_23 = all_1208_23 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1210_23, all_1212_23, i$, % 117.74/16.81 | | simplifying with (435), (439) gives: % 117.74/16.81 | | (499) all_1212_23 = all_1210_23 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1212_23, all_1214_5, i$, % 117.74/16.81 | | simplifying with (439), (442) gives: % 117.74/16.81 | | (500) all_1214_5 = all_1212_23 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1214_5, all_1217_6, i$, simplifying % 117.74/16.81 | | with (442), (445) gives: % 117.74/16.81 | | (501) all_1217_6 = all_1214_5 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1217_6, all_1219_6, i$, simplifying % 117.74/16.81 | | with (445), (448) gives: % 117.74/16.81 | | (502) all_1219_6 = all_1217_6 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1173_6, all_1219_6, i$, simplifying % 117.74/16.81 | | with (361), (448) gives: % 117.74/16.81 | | (503) all_1219_6 = all_1173_6 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1183_8, all_1223_6, i$, simplifying % 117.74/16.81 | | with (378), (454) gives: % 117.74/16.81 | | (504) all_1223_6 = all_1183_8 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1175_6, all_1223_6, i$, simplifying % 117.74/16.81 | | with (364), (454) gives: % 117.74/16.81 | | (505) all_1223_6 = all_1175_6 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (58) with all_1165_2, all_1223_6, i$, simplifying % 117.74/16.81 | | with (359), (454) gives: % 117.74/16.81 | | (506) all_1223_6 = all_1165_2 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1028_1, all_1135_1, i$, simplifying % 117.74/16.81 | | with (162), (348) gives: % 117.74/16.81 | | (507) all_1135_1 = all_1028_1 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1135_1, all_1139_1, i$, simplifying % 117.74/16.81 | | with (348), (351) gives: % 117.74/16.81 | | (508) all_1139_1 = all_1135_1 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1139_1, all_1183_7, i$, simplifying % 117.74/16.81 | | with (351), (380) gives: % 117.74/16.81 | | (509) all_1183_7 = all_1139_1 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1127_1, all_1183_7, i$, simplifying % 117.74/16.81 | | with (344), (380) gives: % 117.74/16.81 | | (510) all_1183_7 = all_1127_1 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1183_7, all_1193_4, i$, simplifying % 117.74/16.81 | | with (380), (409) gives: % 117.74/16.81 | | (511) all_1193_4 = all_1183_7 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1181_7, all_1193_4, i$, simplifying % 117.74/16.81 | | with (375), (409) gives: % 117.74/16.81 | | (512) all_1193_4 = all_1181_7 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1206_17, all_1210_17, i$, % 117.74/16.81 | | simplifying with (429), (436) gives: % 117.74/16.81 | | (513) all_1210_17 = all_1206_17 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1210_17, all_1212_17, i$, % 117.74/16.81 | | simplifying with (436), (440) gives: % 117.74/16.81 | | (514) all_1212_17 = all_1210_17 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1212_17, all_1214_0, i$, % 117.74/16.81 | | simplifying with (440), (443) gives: % 117.74/16.81 | | (515) all_1214_0 = all_1212_17 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1214_0, all_1219_0, i$, simplifying % 117.74/16.81 | | with (443), (449) gives: % 117.74/16.81 | | (516) all_1219_0 = all_1214_0 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1206_17, all_1221_0, i$, % 117.74/16.81 | | simplifying with (429), (451) gives: % 117.74/16.81 | | (517) all_1221_0 = all_1206_17 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1195_4, all_1221_0, i$, simplifying % 117.74/16.81 | | with (422), (451) gives: % 117.74/16.81 | | (518) all_1221_0 = all_1195_4 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1193_4, all_1221_0, i$, simplifying % 117.74/16.81 | | with (409), (451) gives: % 117.74/16.81 | | (519) all_1221_0 = all_1193_4 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1219_0, all_1223_0, i$, simplifying % 117.74/16.81 | | with (449), (455) gives: % 117.74/16.81 | | (520) all_1223_0 = all_1219_0 % 117.74/16.81 | | % 117.74/16.81 | | GROUND_INST: instantiating (59) with all_1191_4, all_1223_0, i$, simplifying % 117.74/16.81 | | with (394), (455) gives: % 117.74/16.81 | | (521) all_1223_0 = all_1191_4 % 117.74/16.81 | | % 117.74/16.81 | | COMBINE_EQS: (465), (467) imply: % 117.74/16.81 | | (522) all_1231_58 = all_1189_7 % 117.74/16.81 | | % 117.74/16.81 | | COMBINE_EQS: (465), (466) imply: % 117.74/16.81 | | (523) all_1231_58 = all_1204_5 % 117.74/16.81 | | % 117.74/16.81 | | COMBINE_EQS: (522), (523) imply: % 117.74/16.81 | | (524) all_1204_5 = all_1189_7 % 117.74/16.81 | | % 117.74/16.81 | | SIMP: (524) implies: % 117.74/16.81 | | (525) all_1204_5 = all_1189_7 % 117.74/16.81 | | % 117.74/16.81 | | COMBINE_EQS: (520), (521) imply: % 117.74/16.81 | | (526) all_1219_0 = all_1191_4 % 117.74/16.81 | | % 117.74/16.81 | | SIMP: (526) implies: % 117.74/16.81 | | (527) all_1219_0 = all_1191_4 % 117.74/16.81 | | % 117.74/16.81 | | COMBINE_EQS: (504), (506) imply: % 117.74/16.81 | | (528) all_1183_8 = all_1165_2 % 117.74/16.81 | | % 117.74/16.81 | | COMBINE_EQS: (504), (505) imply: % 117.74/16.82 | | (529) all_1183_8 = all_1175_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (477), (478) imply: % 117.74/16.82 | | (530) all_1179_9 = all_1177_9 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (530) implies: % 117.74/16.82 | | (531) all_1179_9 = all_1177_9 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (517), (518) imply: % 117.74/16.82 | | (532) all_1206_17 = all_1195_4 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (532) implies: % 117.74/16.82 | | (533) all_1206_17 = all_1195_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (518), (519) imply: % 117.74/16.82 | | (534) all_1195_4 = all_1193_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (516), (527) imply: % 117.74/16.82 | | (535) all_1214_0 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (535) implies: % 117.74/16.82 | | (536) all_1214_0 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (502), (503) imply: % 117.74/16.82 | | (537) all_1217_6 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (537) implies: % 117.74/16.82 | | (538) all_1217_6 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (475), (476) imply: % 117.74/16.82 | | (539) all_1179_9 = all_1175_7 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (539) implies: % 117.74/16.82 | | (540) all_1179_9 = all_1175_7 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (501), (538) imply: % 117.74/16.82 | | (541) all_1214_5 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (541) implies: % 117.74/16.82 | | (542) all_1214_5 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (515), (536) imply: % 117.74/16.82 | | (543) all_1212_17 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (543) implies: % 117.74/16.82 | | (544) all_1212_17 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (500), (542) imply: % 117.74/16.82 | | (545) all_1212_23 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (545) implies: % 117.74/16.82 | | (546) all_1212_23 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (472), (473) imply: % 117.74/16.82 | | (547) all_1210_16 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (473), (474) imply: % 117.74/16.82 | | (548) all_1210_16 = all_1208_16 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (514), (544) imply: % 117.74/16.82 | | (549) all_1210_17 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (549) implies: % 117.74/16.82 | | (550) all_1210_17 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (499), (546) imply: % 117.74/16.82 | | (551) all_1210_23 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (551) implies: % 117.74/16.82 | | (552) all_1210_23 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (547), (548) imply: % 117.74/16.82 | | (553) all_1208_16 = 0 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (553) implies: % 117.74/16.82 | | (554) all_1208_16 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (513), (550) imply: % 117.74/16.82 | | (555) all_1206_17 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (555) implies: % 117.74/16.82 | | (556) all_1206_17 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (498), (552) imply: % 117.74/16.82 | | (557) all_1208_23 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (557) implies: % 117.74/16.82 | | (558) all_1208_23 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (471), (554) imply: % 117.74/16.82 | | (559) all_1206_16 = 0 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (559) implies: % 117.74/16.82 | | (560) all_1206_16 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (497), (558) imply: % 117.74/16.82 | | (561) all_1193_7 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (561) implies: % 117.74/16.82 | | (562) all_1193_7 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (470), (560) imply: % 117.74/16.82 | | (563) all_1183_9 = 0 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (563) implies: % 117.74/16.82 | | (564) all_1183_9 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (533), (556) imply: % 117.74/16.82 | | (565) all_1195_4 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (565) implies: % 117.74/16.82 | | (566) all_1195_4 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (464), (525) imply: % 117.74/16.82 | | (567) all_1202_6 = all_1189_7 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (567) implies: % 117.74/16.82 | | (568) all_1202_6 = all_1189_7 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (463), (568) imply: % 117.74/16.82 | | (569) all_1189_7 = all_1161_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (534), (566) imply: % 117.74/16.82 | | (570) all_1193_4 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (570) implies: % 117.74/16.82 | | (571) all_1193_4 = all_1191_4 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (494), (496) imply: % 117.74/16.82 | | (572) all_1179_8 = all_1127_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (494), (495) imply: % 117.74/16.82 | | (573) all_1179_8 = all_1163_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (480), (481) imply: % 117.74/16.82 | | (574) all_1193_11 = all_869_3 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (574) implies: % 117.74/16.82 | | (575) all_1193_11 = all_869_3 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (484), (485) imply: % 117.74/16.82 | | (576) all_1193_12 = all_1191_12 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (576) implies: % 117.74/16.82 | | (577) all_1193_12 = all_1191_12 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (512), (571) imply: % 117.74/16.82 | | (578) all_1191_4 = all_1181_7 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (511), (571) imply: % 117.74/16.82 | | (579) all_1191_4 = all_1183_7 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (493), (562) imply: % 117.74/16.82 | | (580) all_1191_7 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (580) implies: % 117.74/16.82 | | (581) all_1191_7 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (479), (575) imply: % 117.74/16.82 | | (582) all_1191_11 = all_869_3 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (582) implies: % 117.74/16.82 | | (583) all_1191_11 = all_869_3 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (483), (577) imply: % 117.74/16.82 | | (584) all_1191_12 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (578), (579) imply: % 117.74/16.82 | | (585) all_1183_7 = all_1181_7 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (585) implies: % 117.74/16.82 | | (586) all_1183_7 = all_1181_7 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (492), (581) imply: % 117.74/16.82 | | (587) all_1181_8 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (587) implies: % 117.74/16.82 | | (588) all_1181_8 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (509), (586) imply: % 117.74/16.82 | | (589) all_1181_7 = all_1139_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (510), (586) imply: % 117.74/16.82 | | (590) all_1181_7 = all_1127_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (528), (529) imply: % 117.74/16.82 | | (591) all_1175_6 = all_1165_2 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (591) implies: % 117.74/16.82 | | (592) all_1175_6 = all_1165_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (469), (564) imply: % 117.74/16.82 | | (593) all_1181_9 = 0 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (593) implies: % 117.74/16.82 | | (594) all_1181_9 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (589), (590) imply: % 117.74/16.82 | | (595) all_1139_1 = all_1127_1 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (595) implies: % 117.74/16.82 | | (596) all_1139_1 = all_1127_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (491), (588) imply: % 117.74/16.82 | | (597) all_1177_8 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (597) implies: % 117.74/16.82 | | (598) all_1177_8 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (468), (594) imply: % 117.74/16.82 | | (599) all_1179_9 = 0 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (599) implies: % 117.74/16.82 | | (600) all_1179_9 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (572), (573) imply: % 117.74/16.82 | | (601) all_1163_2 = all_1127_2 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (601) implies: % 117.74/16.82 | | (602) all_1163_2 = all_1127_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (531), (540) imply: % 117.74/16.82 | | (603) all_1177_9 = all_1175_7 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (531), (600) imply: % 117.74/16.82 | | (604) all_1177_9 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (489), (598) imply: % 117.74/16.82 | | (605) all_1173_6 = all_1139_3 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (488), (598) imply: % 117.74/16.82 | | (606) all_1173_6 = all_1163_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (487), (598) imply: % 117.74/16.82 | | (607) all_1175_6 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (607) implies: % 117.74/16.82 | | (608) all_1175_6 = all_1173_6 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (490), (598) imply: % 117.74/16.82 | | (609) all_1173_6 = all_1133_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (603), (604) imply: % 117.74/16.82 | | (610) all_1175_7 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (592), (608) imply: % 117.74/16.82 | | (611) all_1173_6 = all_1165_2 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (611) implies: % 117.74/16.82 | | (612) all_1173_6 = all_1165_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (606), (612) imply: % 117.74/16.82 | | (613) all_1165_2 = all_1163_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (605), (612) imply: % 117.74/16.82 | | (614) all_1165_2 = all_1139_3 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (609), (612) imply: % 117.74/16.82 | | (615) all_1165_2 = all_1133_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (614), (615) imply: % 117.74/16.82 | | (616) all_1139_3 = all_1133_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (613), (614) imply: % 117.74/16.82 | | (617) all_1163_2 = all_1139_3 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (617) implies: % 117.74/16.82 | | (618) all_1163_2 = all_1139_3 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (602), (618) imply: % 117.74/16.82 | | (619) all_1139_3 = all_1127_2 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (619) implies: % 117.74/16.82 | | (620) all_1139_3 = all_1127_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (508), (596) imply: % 117.74/16.82 | | (621) all_1135_1 = all_1127_1 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (621) implies: % 117.74/16.82 | | (622) all_1135_1 = all_1127_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (616), (620) imply: % 117.74/16.82 | | (623) all_1133_2 = all_1127_2 % 117.74/16.82 | | % 117.74/16.82 | | SIMP: (623) implies: % 117.74/16.82 | | (624) all_1133_2 = all_1127_2 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (507), (622) imply: % 117.74/16.82 | | (625) all_1127_1 = all_1028_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (486), (624) imply: % 117.74/16.82 | | (626) all_1127_2 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (620), (626) imply: % 117.74/16.82 | | (627) all_1139_3 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (614), (627) imply: % 117.74/16.82 | | (628) all_1165_2 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (612), (628) imply: % 117.74/16.82 | | (629) all_1173_6 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (572), (626) imply: % 117.74/16.82 | | (630) all_1179_8 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (590), (625) imply: % 117.74/16.82 | | (631) all_1181_7 = all_1028_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (586), (631) imply: % 117.74/16.82 | | (632) all_1183_7 = all_1028_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (581), (629) imply: % 117.74/16.82 | | (633) all_1191_7 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (578), (631) imply: % 117.74/16.82 | | (634) all_1191_4 = all_1028_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (562), (629) imply: % 117.74/16.82 | | (635) all_1193_7 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (571), (634) imply: % 117.74/16.82 | | (636) all_1193_4 = all_1028_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (494), (630) imply: % 117.74/16.82 | | (637) all_1195_7 = all_837_0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (566), (634) imply: % 117.74/16.82 | | (638) all_1195_4 = all_1028_1 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (478), (604) imply: % 117.74/16.82 | | (639) all_1223_7 = 0 % 117.74/16.82 | | % 117.74/16.82 | | COMBINE_EQS: (521), (634) imply: % 117.74/16.82 | | (640) all_1223_0 = all_1028_1 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (421), (638) imply: % 117.74/16.82 | | (641) fun_app$ae(all_1028_1, f$) = all_1195_3 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (408), (636) imply: % 117.74/16.82 | | (642) fun_app$ae(all_1028_1, f$) = all_1193_3 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (393), (634) imply: % 117.74/16.82 | | (643) fun_app$ae(all_1028_1, f$) = all_1191_3 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (379), (632) imply: % 117.74/16.82 | | (644) fun_app$ae(all_1028_1, f$) = all_1183_6 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (374), (631) imply: % 117.74/16.82 | | (645) fun_app$ae(all_1028_1, f$) = all_1181_6 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (417), (480) imply: % 117.74/16.82 | | (646) fun_app$aa(all_869_3, ea$) = all_1195_10 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (404), (575) imply: % 117.74/16.82 | | (647) fun_app$aa(all_869_3, ea$) = all_1193_10 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (389), (583) imply: % 117.74/16.82 | | (648) fun_app$aa(all_869_3, ea$) = all_1191_10 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (412), (637) imply: % 117.74/16.82 | | (649) comp$(all_837_0) = all_1195_6 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (397), (635) imply: % 117.74/16.82 | | (650) comp$(all_837_0) = all_1193_6 % 117.74/16.82 | | % 117.74/16.82 | | REDUCE: (385), (633) imply: % 117.74/16.82 | | (651) comp$(all_837_0) = all_1191_6 % 117.74/16.82 | | % 117.74/16.82 | | BETA: splitting (410) gives: % 117.74/16.82 | | % 117.74/16.82 | | Case 1: % 117.74/16.82 | | | % 117.74/16.82 | | | (652) ~ (all_1193_12 = 0) % 117.74/16.83 | | | % 117.74/16.83 | | | REDUCE: (483), (652) imply: % 117.74/16.83 | | | (653) $false % 117.74/16.83 | | | % 117.74/16.83 | | | CLOSE: (653) is inconsistent. % 117.74/16.83 | | | % 117.74/16.83 | | Case 2: % 117.74/16.83 | | | % 117.74/16.83 | | | (654) all_1193_0 = 0 % 117.74/16.83 | | | % 117.74/16.83 | | | REDUCE: (401), (654) imply: % 117.74/16.83 | | | (655) interp$(i$, all_1193_8, all_1193_1) = 0 % 117.74/16.83 | | | % 117.74/16.83 | | | BETA: splitting (456) gives: % 117.74/16.83 | | | % 117.74/16.83 | | | Case 1: % 117.74/16.83 | | | | % 117.74/16.83 | | | | (656) ~ (all_1223_7 = 0) % 117.74/16.83 | | | | % 117.74/16.83 | | | | REDUCE: (639), (656) imply: % 117.74/16.83 | | | | (657) $false % 117.74/16.83 | | | | % 117.74/16.83 | | | | CLOSE: (657) is inconsistent. % 117.74/16.83 | | | | % 117.74/16.83 | | | Case 2: % 117.74/16.83 | | | | % 117.74/16.83 | | | | (658) all_1223_4 = 0 & all_1223_5 = 0 & ! [v0: F$] : ! [v1: T$] : % 117.74/16.83 | | | | ! [v2: T$] : ! [v3: M$] : ! [v4: O_o_bool_fun_fun$] : ! [v5: % 117.74/16.83 | | | | O$] : ! [v6: O_bool_fun$] : ! [v7: O$] : ! [v8: int] : (v8 % 117.74/16.83 | | | | = 0 | ~ (fun_app$ae(all_1223_0, v0) = v3) | ~ % 117.74/16.83 | | | | (fun_app$ad(all_1223_2, v2) = v7) | ~ % 117.74/16.83 | | | | (fun_app$ad(all_1223_2, v1) = v5) | ~ (mapsTo$(all_1223_6, % 117.74/16.83 | | | | v3) = v4) | ~ (fun_app$r(v4, v5) = v6) | ~ % 117.74/16.83 | | | | (fun_app$f(v6, v7) = v8) | ~ T$(v2) | ~ T$(v1) | ~ F$(v0) % 117.74/16.83 | | | | | ? [v9: T_t_bool_fun_fun$] : ? [v10: T_bool_fun$] : ? % 117.74/16.83 | | | | [v11: int] : ( ~ (v11 = 0) & funsignature_abbrev$(v0, % 117.74/16.83 | | | | all_835_0) = v9 & fun_app$q(v9, v1) = v10 & % 117.74/16.83 | | | | fun_app$e(v10, v2) = v11 & T_bool_fun$(v10) & % 117.74/16.83 | | | | T_t_bool_fun_fun$(v9))) & ! [v0: F$] : ! [v1: T$] : ! % 117.74/16.83 | | | | [v2: T$] : ! [v3: T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : % 117.74/16.83 | | | | ( ~ (funsignature_abbrev$(v0, all_835_0) = v3) | ~ % 117.74/16.83 | | | | (fun_app$q(v3, v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ % 117.74/16.83 | | | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: % 117.74/16.83 | | | | O_o_bool_fun_fun$] : ? [v7: O$] : ? [v8: O_bool_fun$] : % 117.74/16.83 | | | | ? [v9: O$] : (fun_app$ae(all_1223_0, v0) = v5 & % 117.74/16.83 | | | | fun_app$ad(all_1223_2, v2) = v9 & fun_app$ad(all_1223_2, % 117.74/16.83 | | | | v1) = v7 & mapsTo$(all_1223_6, v5) = v6 & fun_app$r(v6, % 117.74/16.83 | | | | v7) = v8 & fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) % 117.74/16.83 | | | | & O_bool_fun$(v8) & O$(v9) & O$(v7) & M$(v5))) & ! [v0: % 117.74/16.83 | | | | T$] : ! [v1: O$] : ( ~ (fun_app$ad(all_1223_2, v0) = v1) | % 117.74/16.83 | | | | ~ T$(v0) | ? [v2: any] : ? [v3: any] : (member$e(v1, % 117.74/16.83 | | | | all_1223_1) = v3 & member$d(v0, all_1223_3) = v2 & ( ~ % 117.74/16.83 | | | | (v2 = 0) | v3 = 0))) & ! [v0: T$] : ( ~ (member$d(v0, % 117.74/16.83 | | | | all_1223_3) = 0) | ~ T$(v0) | ? [v1: O$] : % 117.74/16.83 | | | | (fun_app$ad(all_1223_2, v0) = v1 & member$e(v1, all_1223_1) = % 117.74/16.83 | | | | 0 & O$(v1))) % 117.74/16.83 | | | | % 117.74/16.83 | | | | ALPHA: (658) implies: % 117.74/16.83 | | | | (659) ! [v0: F$] : ! [v1: T$] : ! [v2: T$] : ! [v3: % 117.74/16.83 | | | | T_t_bool_fun_fun$] : ! [v4: T_bool_fun$] : ( ~ % 117.74/16.83 | | | | (funsignature_abbrev$(v0, all_835_0) = v3) | ~ % 117.74/16.83 | | | | (fun_app$q(v3, v1) = v4) | ~ (fun_app$e(v4, v2) = 0) | ~ % 117.74/16.83 | | | | T$(v2) | ~ T$(v1) | ~ F$(v0) | ? [v5: M$] : ? [v6: % 117.74/16.83 | | | | O_o_bool_fun_fun$] : ? [v7: O$] : ? [v8: O_bool_fun$] : % 117.74/16.83 | | | | ? [v9: O$] : (fun_app$ae(all_1223_0, v0) = v5 & % 117.74/16.83 | | | | fun_app$ad(all_1223_2, v2) = v9 & fun_app$ad(all_1223_2, % 117.74/16.83 | | | | v1) = v7 & mapsTo$(all_1223_6, v5) = v6 & fun_app$r(v6, % 117.74/16.83 | | | | v7) = v8 & fun_app$f(v8, v9) = 0 & O_o_bool_fun_fun$(v6) % 117.74/16.83 | | | | & O_bool_fun$(v8) & O$(v9) & O$(v7) & M$(v5))) % 117.74/16.83 | | | | % 117.74/16.83 | | | | GROUND_INST: instantiating (659) with f$, all_882_2, b$, all_880_1, % 117.74/16.83 | | | | all_882_0, simplifying with (48), (51), (127), (128), % 117.74/16.83 | | | | (253), (285) gives: % 117.74/16.83 | | | | (660) ? [v0: M$] : ? [v1: O_o_bool_fun_fun$] : ? [v2: O$] : ? % 117.74/16.83 | | | | [v3: O_bool_fun$] : ? [v4: O$] : (fun_app$ae(all_1223_0, f$) = % 117.74/16.83 | | | | v0 & fun_app$ad(all_1223_2, all_882_2) = v2 & % 117.74/16.83 | | | | fun_app$ad(all_1223_2, b$) = v4 & mapsTo$(all_1223_6, v0) = % 117.74/16.83 | | | | v1 & fun_app$r(v1, v2) = v3 & fun_app$f(v3, v4) = 0 & % 117.74/16.83 | | | | O_o_bool_fun_fun$(v1) & O_bool_fun$(v3) & O$(v4) & O$(v2) & % 117.74/16.83 | | | | M$(v0)) % 117.74/16.83 | | | | % 117.74/16.83 | | | | GROUND_INST: instantiating (659) with f$, b$a, b$, all_880_1, all_880_0, % 117.74/16.83 | | | | simplifying with (15), (48), (51), (118), (119), (253) % 117.74/16.83 | | | | gives: % 117.74/16.83 | | | | (661) ? [v0: M$] : ? [v1: O_o_bool_fun_fun$] : ? [v2: O$] : ? % 117.74/16.83 | | | | [v3: O_bool_fun$] : ? [v4: O$] : (fun_app$ae(all_1223_0, f$) = % 117.74/16.83 | | | | v0 & fun_app$ad(all_1223_2, b$) = v4 & fun_app$ad(all_1223_2, % 117.74/16.83 | | | | b$a) = v2 & mapsTo$(all_1223_6, v0) = v1 & fun_app$r(v1, % 117.74/16.83 | | | | v2) = v3 & fun_app$f(v3, v4) = 0 & O_o_bool_fun_fun$(v1) & % 117.74/16.83 | | | | O_bool_fun$(v3) & O$(v4) & O$(v2) & M$(v0)) % 117.74/16.83 | | | | % 117.74/16.83 | | | | DELTA: instantiating (661) with fresh symbols all_1326_0, all_1326_1, % 117.74/16.83 | | | | all_1326_2, all_1326_3, all_1326_4 gives: % 117.74/16.83 | | | | (662) fun_app$ae(all_1223_0, f$) = all_1326_4 & % 117.74/16.83 | | | | fun_app$ad(all_1223_2, b$) = all_1326_0 & % 117.74/16.83 | | | | fun_app$ad(all_1223_2, b$a) = all_1326_2 & mapsTo$(all_1223_6, % 117.74/16.83 | | | | all_1326_4) = all_1326_3 & fun_app$r(all_1326_3, all_1326_2) % 117.74/16.83 | | | | = all_1326_1 & fun_app$f(all_1326_1, all_1326_0) = 0 & % 117.74/16.83 | | | | O_o_bool_fun_fun$(all_1326_3) & O_bool_fun$(all_1326_1) & % 117.74/16.83 | | | | O$(all_1326_0) & O$(all_1326_2) & M$(all_1326_4) % 117.74/16.83 | | | | % 117.74/16.83 | | | | ALPHA: (662) implies: % 117.74/16.83 | | | | (663) fun_app$ae(all_1223_0, f$) = all_1326_4 % 117.74/16.83 | | | | % 117.74/16.83 | | | | DELTA: instantiating (660) with fresh symbols all_1328_0, all_1328_1, % 117.74/16.83 | | | | all_1328_2, all_1328_3, all_1328_4 gives: % 117.74/16.83 | | | | (664) fun_app$ae(all_1223_0, f$) = all_1328_4 & % 117.74/16.83 | | | | fun_app$ad(all_1223_2, all_882_2) = all_1328_2 & % 117.74/16.83 | | | | fun_app$ad(all_1223_2, b$) = all_1328_0 & mapsTo$(all_1223_6, % 117.74/16.83 | | | | all_1328_4) = all_1328_3 & fun_app$r(all_1328_3, all_1328_2) % 117.74/16.83 | | | | = all_1328_1 & fun_app$f(all_1328_1, all_1328_0) = 0 & % 117.74/16.83 | | | | O_o_bool_fun_fun$(all_1328_3) & O_bool_fun$(all_1328_1) & % 117.74/16.83 | | | | O$(all_1328_0) & O$(all_1328_2) & M$(all_1328_4) % 117.74/16.83 | | | | % 117.74/16.83 | | | | ALPHA: (664) implies: % 117.93/16.83 | | | | (665) fun_app$ae(all_1223_0, f$) = all_1328_4 % 117.93/16.83 | | | | % 117.93/16.83 | | | | REDUCE: (640), (665) imply: % 117.93/16.83 | | | | (666) fun_app$ae(all_1028_1, f$) = all_1328_4 % 117.93/16.83 | | | | % 117.93/16.83 | | | | REDUCE: (640), (663) imply: % 117.93/16.83 | | | | (667) fun_app$ae(all_1028_1, f$) = all_1326_4 % 117.93/16.83 | | | | % 117.93/16.83 | | | | BETA: splitting (381) gives: % 117.93/16.83 | | | | % 117.93/16.83 | | | | Case 1: % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | (668) ~ (all_1183_9 = 0) % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | REDUCE: (564), (668) imply: % 117.93/16.83 | | | | | (669) $false % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | CLOSE: (669) is inconsistent. % 117.93/16.83 | | | | | % 117.93/16.83 | | | | Case 2: % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (54) with all_1161_1, all_1193_6, % 117.93/16.83 | | | | | all_837_0, simplifying with (355), (650) gives: % 117.93/16.83 | | | | | (670) all_1193_6 = all_1161_1 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (54) with all_1193_6, all_1195_6, % 117.93/16.83 | | | | | all_837_0, simplifying with (649), (650) gives: % 117.93/16.83 | | | | | (671) all_1195_6 = all_1193_6 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (54) with all_1191_6, all_1195_6, % 117.93/16.83 | | | | | all_837_0, simplifying with (649), (651) gives: % 117.93/16.83 | | | | | (672) all_1195_6 = all_1191_6 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (66) with all_1191_10, all_1193_10, ea$, % 117.93/16.83 | | | | | all_869_3, simplifying with (647), (648) gives: % 117.93/16.83 | | | | | (673) all_1193_10 = all_1191_10 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (66) with all_869_2, all_1195_10, ea$, % 117.93/16.83 | | | | | all_869_3, simplifying with (99), (646) gives: % 117.93/16.83 | | | | | (674) all_1195_10 = all_869_2 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (66) with all_1193_10, all_1195_10, ea$, % 117.93/16.83 | | | | | all_869_3, simplifying with (646), (647) gives: % 117.93/16.83 | | | | | (675) all_1195_10 = all_1193_10 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (70) with all_1181_6, all_1191_3, f$, % 117.93/16.83 | | | | | all_1028_1, simplifying with (643), (645) gives: % 117.93/16.83 | | | | | (676) all_1191_3 = all_1181_6 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (70) with all_1191_3, all_1193_3, f$, % 117.93/16.83 | | | | | all_1028_1, simplifying with (642), (643) gives: % 117.93/16.83 | | | | | (677) all_1193_3 = all_1191_3 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (70) with all_1193_3, all_1326_4, f$, % 117.93/16.83 | | | | | all_1028_1, simplifying with (642), (667) gives: % 117.93/16.83 | | | | | (678) all_1326_4 = all_1193_3 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (70) with all_1183_6, all_1326_4, f$, % 117.93/16.83 | | | | | all_1028_1, simplifying with (644), (667) gives: % 117.93/16.83 | | | | | (679) all_1326_4 = all_1183_6 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (70) with all_1326_4, all_1328_4, f$, % 117.93/16.83 | | | | | all_1028_1, simplifying with (666), (667) gives: % 117.93/16.83 | | | | | (680) all_1328_4 = all_1326_4 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | GROUND_INST: instantiating (70) with all_1195_3, all_1328_4, f$, % 117.93/16.83 | | | | | all_1028_1, simplifying with (641), (666) gives: % 117.93/16.83 | | | | | (681) all_1328_4 = all_1195_3 % 117.93/16.83 | | | | | % 117.93/16.83 | | | | | COMBINE_EQS: (680), (681) imply: % 117.93/16.84 | | | | | (682) all_1326_4 = all_1195_3 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | SIMP: (682) implies: % 117.93/16.84 | | | | | (683) all_1326_4 = all_1195_3 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (678), (683) imply: % 117.93/16.84 | | | | | (684) all_1195_3 = all_1193_3 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (679), (683) imply: % 117.93/16.84 | | | | | (685) all_1195_3 = all_1183_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (684), (685) imply: % 117.93/16.84 | | | | | (686) all_1193_3 = all_1183_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | SIMP: (686) implies: % 117.93/16.84 | | | | | (687) all_1193_3 = all_1183_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (671), (672) imply: % 117.93/16.84 | | | | | (688) all_1193_6 = all_1191_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | SIMP: (688) implies: % 117.93/16.84 | | | | | (689) all_1193_6 = all_1191_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (674), (675) imply: % 117.93/16.84 | | | | | (690) all_1193_10 = all_869_2 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | SIMP: (690) implies: % 117.93/16.84 | | | | | (691) all_1193_10 = all_869_2 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (677), (687) imply: % 117.93/16.84 | | | | | (692) all_1191_3 = all_1183_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | SIMP: (692) implies: % 117.93/16.84 | | | | | (693) all_1191_3 = all_1183_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (670), (689) imply: % 117.93/16.84 | | | | | (694) all_1191_6 = all_1161_1 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (673), (691) imply: % 117.93/16.84 | | | | | (695) all_1191_10 = all_869_2 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (676), (693) imply: % 117.93/16.84 | | | | | (696) all_1183_6 = all_1181_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (687), (696) imply: % 117.93/16.84 | | | | | (697) all_1193_3 = all_1181_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (672), (694) imply: % 117.93/16.84 | | | | | (698) all_1195_6 = all_1161_1 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | COMBINE_EQS: (685), (696) imply: % 117.93/16.84 | | | | | (699) all_1195_3 = all_1181_6 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (416), (674) imply: % 117.93/16.84 | | | | | (700) fun_app$y(all_858_2, all_869_2) = all_1195_9 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (403), (691) imply: % 117.93/16.84 | | | | | (701) fun_app$y(all_858_2, all_869_2) = all_1193_9 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (461), (698) imply: % 117.93/16.84 | | | | | (702) fun_app$v(all_1161_1, g$) = all_1195_5 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (462), (670) imply: % 117.93/16.84 | | | | | (703) fun_app$v(all_1161_1, g$) = all_1193_5 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (387), (694) imply: % 117.93/16.84 | | | | | (704) fun_app$v(all_1161_1, g$) = all_1191_5 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (413), (699) imply: % 117.93/16.84 | | | | | (705) fun_app$u(all_1195_5, all_1181_6) = all_1195_2 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (398), (697) imply: % 117.93/16.84 | | | | | (706) fun_app$u(all_1193_5, all_1181_6) = all_1193_2 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | REDUCE: (386), (676) imply: % 117.93/16.84 | | | | | (707) fun_app$u(all_1191_5, all_1181_6) = all_1191_2 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | GROUND_INST: instantiating (61) with all_1193_5, all_1195_5, g$, % 117.93/16.84 | | | | | all_1161_1, simplifying with (702), (703) gives: % 117.93/16.84 | | | | | (708) all_1195_5 = all_1193_5 % 117.93/16.84 | | | | | % 117.93/16.84 | | | | | GROUND_INST: instantiating (61) with all_1191_5, all_1195_5, g$, % 117.93/16.84 | | | | | all_1161_1, simplifying with (702), (704) gives: % 117.95/16.84 | | | | | (709) all_1195_5 = all_1191_5 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (64) with all_869_1, all_1195_9, all_869_2, % 117.95/16.84 | | | | | all_858_2, simplifying with (260), (700) gives: % 117.95/16.84 | | | | | (710) all_1195_9 = all_869_1 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (64) with all_1193_9, all_1195_9, % 117.95/16.84 | | | | | all_869_2, all_858_2, simplifying with (700), (701) % 117.95/16.84 | | | | | gives: % 117.95/16.84 | | | | | (711) all_1195_9 = all_1193_9 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | COMBINE_EQS: (708), (709) imply: % 117.95/16.84 | | | | | (712) all_1193_5 = all_1191_5 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | COMBINE_EQS: (710), (711) imply: % 117.95/16.84 | | | | | (713) all_1193_9 = all_869_1 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (402), (713) imply: % 117.95/16.84 | | | | | (714) fun_app$x(all_869_1, b$) = all_1193_8 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (705), (709) imply: % 117.95/16.84 | | | | | (715) fun_app$u(all_1191_5, all_1181_6) = all_1195_2 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (706), (712) imply: % 117.95/16.84 | | | | | (716) fun_app$u(all_1191_5, all_1181_6) = all_1193_2 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (60) with all_1191_2, all_1195_2, % 117.95/16.84 | | | | | all_1181_6, all_1191_5, simplifying with (707), (715) % 117.95/16.84 | | | | | gives: % 117.95/16.84 | | | | | (717) all_1195_2 = all_1191_2 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (60) with all_1193_2, all_1195_2, % 117.95/16.84 | | | | | all_1181_6, all_1191_5, simplifying with (715), (716) % 117.95/16.84 | | | | | gives: % 117.95/16.84 | | | | | (718) all_1195_2 = all_1193_2 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (63) with all_869_0, all_1193_8, b$, % 117.95/16.84 | | | | | all_869_1, simplifying with (96), (714) gives: % 117.95/16.84 | | | | | (719) all_1193_8 = all_869_0 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | COMBINE_EQS: (717), (718) imply: % 117.95/16.84 | | | | | (720) all_1193_2 = all_1191_2 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (655), (719) imply: % 117.95/16.84 | | | | | (721) interp$(i$, all_869_0, all_1193_1) = 0 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (415), (717) imply: % 117.95/16.84 | | | | | (722) fun_app$ac(iMor$, all_1191_2) = all_1195_1 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (400), (720) imply: % 117.95/16.84 | | | | | (723) fun_app$ac(iMor$, all_1191_2) = all_1193_1 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (62) with all_1191_1, all_1195_1, % 117.95/16.84 | | | | | all_1191_2, iMor$, simplifying with (388), (722) gives: % 117.95/16.84 | | | | | (724) all_1195_1 = all_1191_1 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (62) with all_1193_1, all_1195_1, % 117.95/16.84 | | | | | all_1191_2, iMor$, simplifying with (722), (723) gives: % 117.95/16.84 | | | | | (725) all_1195_1 = all_1193_1 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | COMBINE_EQS: (724), (725) imply: % 117.95/16.84 | | | | | (726) all_1193_1 = all_1191_1 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (721), (726) imply: % 117.95/16.84 | | | | | (727) interp$(i$, all_869_0, all_1191_1) = 0 % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | REDUCE: (396), (726) imply: % 117.95/16.84 | | | | | (728) O_m_IType$(all_1191_1) % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | GROUND_INST: instantiating (101) with all_1191_1, simplifying with % 117.95/16.84 | | | | | (727), (728) gives: % 117.95/16.84 | | | | | (729) $false % 117.95/16.84 | | | | | % 117.95/16.84 | | | | | CLOSE: (729) is inconsistent. % 117.95/16.84 | | | | | % 117.95/16.84 | | | | End of split % 117.95/16.84 | | | | % 117.95/16.84 | | | End of split % 117.95/16.84 | | | % 117.95/16.84 | | End of split % 117.95/16.84 | | % 117.95/16.85 | End of split % 117.95/16.85 | % 117.95/16.85 End of proof % 117.95/16.85 % SZS output end Proof for theBenchmark % 117.95/16.85 % 117.95/16.85 16246ms %------------------------------------------------------------------------------