%------------------------------------------------------------------------------ % File : Princess---230619 % Problem : ALG205+1 : TPTP v8.1.2. Released v2.7.0. % Transfm : none % Format : tptp % Command : princess -inputFormat=tptp +threads -portfolio=casc +printProof -timeoutSec=%d %s % Computer : n015.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 : Wed Aug 30 16:39:53 EDT 2023 % Result : Theorem 14.21s 2.60s % Output : Proof 26.77s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.00/0.11 % Problem : ALG205+1 : TPTP v8.1.2. Released v2.7.0. % 0.00/0.12 % Command : princess -inputFormat=tptp +threads -portfolio=casc +printProof -timeoutSec=%d %s % 0.12/0.33 % Computer : n015.cluster.edu % 0.12/0.33 % Model : x86_64 x86_64 % 0.12/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.12/0.33 % Memory : 8042.1875MB % 0.12/0.33 % OS : Linux 3.10.0-693.el7.x86_64 % 0.12/0.33 % CPULimit : 300 % 0.12/0.33 % WCLimit : 300 % 0.12/0.33 % DateTime : Mon Aug 28 05:06:39 EDT 2023 % 0.19/0.33 % CPUTime : % 0.19/0.55 ________ _____ % 0.19/0.55 ___ __ \_________(_)________________________________ % 0.19/0.55 __ /_/ /_ ___/_ /__ __ \ ___/ _ \_ ___/_ ___/ % 0.19/0.55 _ ____/_ / _ / _ / / / /__ / __/(__ )_(__ ) % 0.19/0.55 /_/ /_/ /_/ /_/ /_/\___/ \___//____/ /____/ % 0.19/0.55 % 0.19/0.55 A Theorem Prover for First-Order Logic modulo Linear Integer Arithmetic % 0.19/0.56 (2023-06-19) % 0.19/0.56 % 0.19/0.56 (c) Philipp Rümmer, 2009-2023 % 0.19/0.56 Contributors: Peter Backeman, Peter Baumgartner, Angelo Brillout, Zafer Esen, % 0.19/0.56 Amanda Stjerna. % 0.19/0.56 Free software under BSD-3-Clause. % 0.19/0.56 % 0.19/0.56 For more information, visit http://www.philipp.ruemmer.org/princess.shtml % 0.19/0.56 % 0.19/0.56 Loading /export/starexec/sandbox2/benchmark/theBenchmark.p ... % 0.19/0.57 Running up to 7 provers in parallel. % 0.19/0.58 Prover 2: Options: +triggersInConjecture +genTotalityAxioms -tightFunctionScopes -clausifier=simple +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMinimalAndEmpty -realRatSaturationRounds=1 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=-1065072994 % 0.19/0.58 Prover 1: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-1571432423 % 0.19/0.58 Prover 3: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=1922548996 % 0.19/0.58 Prover 0: Options: +triggersInConjecture +genTotalityAxioms +tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=0 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=1042961893 % 0.19/0.58 Prover 4: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=1868514696 % 0.19/0.58 Prover 5: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=none +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMaximal -realRatSaturationRounds=1 -ignoreQuantifiers -constructProofs=never -generateTriggers=complete -randomSeed=1259561288 % 0.19/0.58 Prover 6: Options: -triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=none +reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximalOutermost -realRatSaturationRounds=0 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=-1399714365 % 4.32/1.23 Prover 4: Preprocessing ... % 4.32/1.23 Prover 1: Preprocessing ... % 4.32/1.28 Prover 2: Preprocessing ... % 4.32/1.28 Prover 6: Preprocessing ... % 4.32/1.28 Prover 0: Preprocessing ... % 4.32/1.28 Prover 3: Preprocessing ... % 4.32/1.28 Prover 5: Preprocessing ... % 8.74/1.81 Prover 1: Constructing countermodel ... % 8.74/1.81 Prover 3: Constructing countermodel ... % 8.74/1.82 Prover 4: Constructing countermodel ... % 8.74/1.82 Prover 2: Constructing countermodel ... % 8.74/1.82 Prover 0: Constructing countermodel ... % 8.74/1.83 Prover 6: Constructing countermodel ... % 11.62/2.25 Prover 5: Constructing countermodel ... % 14.21/2.60 Prover 3: proved (2018ms) % 14.21/2.60 % 14.21/2.60 % SZS status Theorem for /export/starexec/sandbox2/benchmark/theBenchmark.p % 14.21/2.60 % 14.21/2.60 Prover 2: stopped % 14.21/2.60 Prover 6: stopped % 14.21/2.60 Prover 5: stopped % 14.21/2.60 Prover 7: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-236303470 % 14.21/2.60 Prover 8: Options: +triggersInConjecture +genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-200781089 % 14.21/2.60 Prover 10: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=919308125 % 14.21/2.60 Prover 11: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-1509710984 % 14.21/2.61 Prover 0: stopped % 14.21/2.63 Prover 13: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=complete -randomSeed=1138197443 % 14.21/2.78 Prover 11: Preprocessing ... % 14.21/2.78 Prover 7: Preprocessing ... % 16.33/2.84 Prover 8: Preprocessing ... % 16.33/2.88 Prover 10: Preprocessing ... % 16.79/2.90 Prover 13: Preprocessing ... % 16.79/2.93 Prover 7: Constructing countermodel ... % 16.79/2.93 Prover 11: Constructing countermodel ... % 16.79/2.94 Prover 8: Constructing countermodel ... % 17.58/3.01 Prover 10: Constructing countermodel ... % 17.87/3.10 Prover 13: Constructing countermodel ... % 24.82/4.03 Prover 1: Found proof (size 326) % 24.82/4.03 Prover 1: proved (3459ms) % 24.82/4.04 Prover 7: stopped % 24.82/4.04 Prover 13: stopped % 24.82/4.04 Prover 8: stopped % 24.82/4.04 Prover 10: stopped % 24.82/4.04 Prover 11: stopped % 24.82/4.04 Prover 4: stopped % 24.82/4.04 % 24.82/4.04 % SZS status Theorem for /export/starexec/sandbox2/benchmark/theBenchmark.p % 24.82/4.04 % 25.63/4.15 % SZS output start Proof for theBenchmark % 25.63/4.15 Assumptions after simplification: % 25.63/4.15 --------------------------------- % 25.63/4.15 % 25.63/4.15 (ax1) % 25.63/4.16 ~ (e16 = e15) & ~ (e16 = e14) & ~ (e16 = e13) & ~ (e16 = e12) & ~ (e16 = % 25.63/4.16 e10) & ~ (e16 = e11) & ~ (e15 = e14) & ~ (e15 = e13) & ~ (e15 = e12) & % 25.63/4.16 ~ (e15 = e10) & ~ (e15 = e11) & ~ (e14 = e13) & ~ (e14 = e12) & ~ (e14 = % 25.63/4.16 e10) & ~ (e14 = e11) & ~ (e13 = e12) & ~ (e13 = e10) & ~ (e13 = e11) & % 25.63/4.16 ~ (e12 = e10) & ~ (e12 = e11) & ~ (e10 = e11) & $i(e16) & $i(e15) & $i(e14) % 25.63/4.16 & $i(e13) & $i(e12) & $i(e10) & $i(e11) % 25.63/4.16 % 25.63/4.16 (ax4) % 25.63/4.19 op1(e16, e16) = e10 & op1(e16, e15) = e16 & op1(e16, e14) = e11 & op1(e16, % 25.63/4.19 e13) = e13 & op1(e16, e12) = e14 & op1(e16, e10) = e15 & op1(e16, e11) = e12 % 25.63/4.19 & op1(e15, e16) = e16 & op1(e15, e15) = e11 & op1(e15, e14) = e15 & op1(e15, % 25.63/4.19 e13) = e10 & op1(e15, e12) = e13 & op1(e15, e10) = e12 & op1(e15, e11) = e14 % 25.63/4.19 & op1(e14, e16) = e11 & op1(e14, e15) = e15 & op1(e14, e14) = e12 & op1(e14, % 25.63/4.19 e13) = e16 & op1(e14, e12) = e10 & op1(e14, e10) = e14 & op1(e14, e11) = e13 % 25.63/4.19 & op1(e13, e16) = e13 & op1(e13, e15) = e10 & op1(e13, e14) = e16 & op1(e13, % 25.63/4.19 e13) = e14 & op1(e13, e12) = e12 & op1(e13, e10) = e11 & op1(e13, e11) = e15 % 25.63/4.19 & op1(e12, e16) = e14 & op1(e12, e15) = e13 & op1(e12, e14) = e10 & op1(e12, % 25.63/4.19 e13) = e12 & op1(e12, e12) = e15 & op1(e12, e10) = e16 & op1(e12, e11) = e11 % 25.63/4.19 & op1(e10, e16) = e15 & op1(e10, e15) = e12 & op1(e10, e14) = e14 & op1(e10, % 25.63/4.19 e13) = e11 & op1(e10, e12) = e16 & op1(e10, e10) = e13 & op1(e10, e11) = e10 % 25.63/4.19 & op1(e11, e16) = e12 & op1(e11, e15) = e14 & op1(e11, e14) = e13 & op1(e11, % 25.63/4.19 e13) = e15 & op1(e11, e12) = e11 & op1(e11, e10) = e10 & op1(e11, e11) = e16 % 25.63/4.19 & $i(e16) & $i(e15) & $i(e14) & $i(e13) & $i(e12) & $i(e10) & $i(e11) % 25.63/4.19 % 25.63/4.19 (ax5) % 26.22/4.19 op2(e26, e26) = e25 & op2(e26, e25) = e20 & op2(e26, e24) = e21 & op2(e26, % 26.22/4.19 e23) = e24 & op2(e26, e22) = e22 & op2(e26, e20) = e26 & op2(e26, e21) = e23 % 26.22/4.19 & op2(e25, e26) = e20 & op2(e25, e25) = e21 & op2(e25, e24) = e26 & op2(e25, % 26.22/4.19 e23) = e23 & op2(e25, e22) = e25 & op2(e25, e20) = e24 & op2(e25, e21) = e22 % 26.22/4.19 & op2(e24, e26) = e21 & op2(e24, e25) = e26 & op2(e24, e24) = e24 & op2(e24, % 26.22/4.19 e23) = e22 & op2(e24, e22) = e20 & op2(e24, e20) = e23 & op2(e24, e21) = e25 % 26.22/4.19 & op2(e23, e26) = e24 & op2(e23, e25) = e23 & op2(e23, e24) = e22 & op2(e23, % 26.22/4.19 e23) = e20 & op2(e23, e22) = e26 & op2(e23, e20) = e25 & op2(e23, e21) = e21 % 26.22/4.19 & op2(e22, e26) = e22 & op2(e22, e25) = e25 & op2(e22, e24) = e20 & op2(e22, % 26.22/4.19 e23) = e26 & op2(e22, e22) = e23 & op2(e22, e20) = e21 & op2(e22, e21) = e24 % 26.22/4.19 & op2(e20, e26) = e26 & op2(e20, e25) = e24 & op2(e20, e24) = e23 & op2(e20, % 26.22/4.19 e23) = e25 & op2(e20, e22) = e21 & op2(e20, e20) = e22 & op2(e20, e21) = e20 % 26.22/4.19 & op2(e21, e26) = e23 & op2(e21, e25) = e22 & op2(e21, e24) = e25 & op2(e21, % 26.22/4.19 e23) = e21 & op2(e21, e22) = e24 & op2(e21, e20) = e20 & op2(e21, e21) = e26 % 26.22/4.19 & $i(e26) & $i(e25) & $i(e24) & $i(e23) & $i(e22) & $i(e20) & $i(e21) % 26.22/4.19 % 26.22/4.19 (co1) % 26.22/4.22 $i(e26) & $i(e25) & $i(e24) & $i(e23) & $i(e22) & $i(e20) & $i(e21) & $i(e16) % 26.22/4.22 & $i(e15) & $i(e14) & $i(e13) & $i(e12) & $i(e10) & $i(e11) & ? [v0: $i] : ? % 26.22/4.22 [v1: $i] : ? [v2: $i] : ? [v3: $i] : ? [v4: $i] : ? [v5: $i] : ? [v6: $i] % 26.22/4.22 : ? [v7: $i] : ? [v8: $i] : ? [v9: $i] : ? [v10: $i] : ? [v11: $i] : ? % 26.22/4.22 [v12: $i] : ? [v13: $i] : ? [v14: $i] : ? [v15: $i] : ? [v16: $i] : ? % 26.22/4.22 [v17: $i] : ? [v18: $i] : ? [v19: $i] : ? [v20: $i] : ? [v21: $i] : ? % 26.22/4.22 [v22: $i] : ? [v23: $i] : ? [v24: $i] : ? [v25: $i] : ? [v26: $i] : ? % 26.22/4.22 [v27: $i] : ? [v28: $i] : ? [v29: $i] : ? [v30: $i] : ? [v31: $i] : ? % 26.22/4.22 [v32: $i] : ? [v33: $i] : ? [v34: $i] : ? [v35: $i] : ? [v36: $i] : ? % 26.22/4.22 [v37: $i] : ? [v38: $i] : ? [v39: $i] : ? [v40: $i] : ? [v41: $i] : ? % 26.22/4.22 [v42: $i] : ? [v43: $i] : ? [v44: $i] : ? [v45: $i] : ? [v46: $i] : ? % 26.22/4.22 [v47: $i] : ? [v48: $i] : ? [v49: $i] : ? [v50: $i] : ? [v51: $i] : ? % 26.22/4.22 [v52: $i] : ? [v53: $i] : ? [v54: $i] : ? [v55: $i] : ? [v56: $i] : ? % 26.22/4.22 [v57: $i] : ? [v58: $i] : ? [v59: $i] : ? [v60: $i] : ? [v61: $i] : ? % 26.22/4.22 [v62: $i] : ? [v63: $i] : ? [v64: $i] : ? [v65: $i] : ? [v66: $i] : ? % 26.22/4.22 [v67: $i] : ? [v68: $i] : ? [v69: $i] : ? [v70: $i] : ? [v71: $i] : ? % 26.22/4.22 [v72: $i] : ? [v73: $i] : ? [v74: $i] : ? [v75: $i] : ? [v76: $i] : ? % 26.22/4.22 [v77: $i] : ? [v78: $i] : ? [v79: $i] : ? [v80: $i] : ? [v81: $i] : ? % 26.22/4.22 [v82: $i] : ? [v83: $i] : ? [v84: $i] : ? [v85: $i] : ? [v86: $i] : ? % 26.22/4.22 [v87: $i] : ? [v88: $i] : ? [v89: $i] : ? [v90: $i] : ? [v91: $i] : ? % 26.22/4.22 [v92: $i] : ? [v93: $i] : ? [v94: $i] : ? [v95: $i] : ? [v96: $i] : ? % 26.22/4.22 [v97: $i] : ? [v98: $i] : ? [v99: $i] : ? [v100: $i] : ? [v101: $i] : ? % 26.22/4.22 [v102: $i] : ? [v103: $i] : ? [v104: $i] : ? [v105: $i] : ? [v106: $i] : % 26.22/4.22 ? [v107: $i] : ? [v108: $i] : ? [v109: $i] : ? [v110: $i] : ? [v111: $i] : % 26.22/4.22 ? [v112: $i] : ? [v113: $i] : ? [v114: $i] : ? [v115: $i] : ? [v116: $i] % 26.22/4.22 : ? [v117: $i] : ? [v118: $i] : ? [v119: $i] : ? [v120: $i] : ? [v121: % 26.22/4.22 $i] : ? [v122: $i] : ? [v123: $i] : ? [v124: $i] : ? [v125: $i] : ? % 26.22/4.22 [v126: $i] : ? [v127: $i] : ? [v128: $i] : ? [v129: $i] : ? [v130: $i] : % 26.22/4.22 ? [v131: $i] : ? [v132: $i] : ? [v133: $i] : ? [v134: $i] : ? [v135: $i] : % 26.22/4.22 ? [v136: $i] : ? [v137: $i] : ? [v138: $i] : ? [v139: $i] : ? [v140: $i] % 26.22/4.22 : ? [v141: $i] : ? [v142: $i] : ? [v143: $i] : ? [v144: $i] : ? [v145: % 26.22/4.22 $i] : ? [v146: $i] : ? [v147: $i] : ? [v148: $i] : ? [v149: $i] : ? % 26.22/4.22 [v150: $i] : ? [v151: $i] : ? [v152: $i] : ? [v153: $i] : ? [v154: $i] : % 26.22/4.22 ? [v155: $i] : ? [v156: $i] : ? [v157: $i] : ? [v158: $i] : ? [v159: $i] : % 26.22/4.22 ? [v160: $i] : ? [v161: $i] : ? [v162: $i] : ? [v163: $i] : ? [v164: $i] % 26.22/4.22 : ? [v165: $i] : ? [v166: $i] : ? [v167: $i] : ? [v168: $i] : ? [v169: % 26.22/4.22 $i] : ? [v170: $i] : ? [v171: $i] : ? [v172: $i] : ? [v173: $i] : ? % 26.22/4.22 [v174: $i] : ? [v175: $i] : ? [v176: $i] : ? [v177: $i] : ? [v178: $i] : % 26.22/4.22 ? [v179: $i] : ? [v180: $i] : ? [v181: $i] : ? [v182: $i] : ? [v183: $i] : % 26.22/4.22 ? [v184: $i] : ? [v185: $i] : ? [v186: $i] : ? [v187: $i] : ? [v188: $i] % 26.22/4.22 : ? [v189: $i] : ? [v190: $i] : ? [v191: $i] : ? [v192: $i] : ? [v193: % 26.22/4.22 $i] : ? [v194: $i] : ? [v195: $i] : ? [v196: $i] : ? [v197: $i] : ? % 26.22/4.22 [v198: $i] : ? [v199: $i] : ? [v200: $i] : ? [v201: $i] : ? [v202: $i] : % 26.22/4.22 ? [v203: $i] : ? [v204: $i] : ? [v205: $i] : ? [v206: $i] : ? [v207: $i] : % 26.22/4.22 ? [v208: $i] : ? [v209: $i] : (h(v110) = v111 & h(v108) = v109 & h(v106) = % 26.22/4.22 v107 & h(v104) = v105 & h(v102) = v103 & h(v100) = v101 & h(v98) = v99 & % 26.22/4.22 h(v96) = v97 & h(v94) = v95 & h(v92) = v93 & h(v90) = v91 & h(v88) = v89 & % 26.22/4.22 h(v86) = v87 & h(v84) = v85 & h(v82) = v83 & h(v80) = v81 & h(v78) = v79 & % 26.22/4.22 h(v76) = v77 & h(v74) = v75 & h(v72) = v73 & h(v70) = v71 & h(v68) = v69 & % 26.22/4.22 h(v66) = v67 & h(v64) = v65 & h(v62) = v63 & h(v60) = v61 & h(v58) = v59 & % 26.22/4.22 h(v56) = v57 & h(v54) = v55 & h(v52) = v53 & h(v50) = v51 & h(v48) = v49 & % 26.22/4.22 h(v46) = v47 & h(v44) = v45 & h(v42) = v43 & h(v40) = v41 & h(v38) = v39 & % 26.22/4.22 h(v36) = v37 & h(v34) = v35 & h(v32) = v33 & h(v30) = v31 & h(v28) = v29 & % 26.22/4.22 h(v26) = v27 & h(v24) = v25 & h(v22) = v23 & h(v20) = v21 & h(v18) = v19 & % 26.22/4.22 h(v16) = v17 & h(v14) = v15 & h(v13) = e26 & h(v12) = e25 & h(v11) = e24 & % 26.22/4.22 h(v10) = e23 & h(v9) = e22 & h(v8) = e21 & h(v7) = e20 & h(e16) = v6 & % 26.22/4.22 h(e15) = v5 & h(e14) = v4 & h(e13) = v3 & h(e12) = v2 & h(e10) = v0 & h(e11) % 26.22/4.22 = v1 & j(v208) = v209 & j(v206) = v207 & j(v204) = v205 & j(v202) = v203 & % 26.22/4.22 j(v200) = v201 & j(v198) = v199 & j(v196) = v197 & j(v194) = v195 & j(v192) % 26.22/4.22 = v193 & j(v190) = v191 & j(v188) = v189 & j(v186) = v187 & j(v184) = v185 & % 26.22/4.22 j(v182) = v183 & j(v180) = v181 & j(v178) = v179 & j(v176) = v177 & j(v174) % 26.22/4.22 = v175 & j(v172) = v173 & j(v170) = v171 & j(v168) = v169 & j(v166) = v167 & % 26.22/4.22 j(v164) = v165 & j(v162) = v163 & j(v160) = v161 & j(v158) = v159 & j(v156) % 26.22/4.22 = v157 & j(v154) = v155 & j(v152) = v153 & j(v150) = v151 & j(v148) = v149 & % 26.22/4.22 j(v146) = v147 & j(v144) = v145 & j(v142) = v143 & j(v140) = v141 & j(v138) % 26.22/4.22 = v139 & j(v136) = v137 & j(v134) = v135 & j(v132) = v133 & j(v130) = v131 & % 26.22/4.22 j(v128) = v129 & j(v126) = v127 & j(v124) = v125 & j(v122) = v123 & j(v120) % 26.22/4.22 = v121 & j(v118) = v119 & j(v116) = v117 & j(v114) = v115 & j(v112) = v113 & % 26.22/4.22 j(v6) = e16 & j(v5) = e15 & j(v4) = e14 & j(v3) = e13 & j(v2) = e12 & j(v1) % 26.22/4.22 = e11 & j(v0) = e10 & j(e26) = v13 & j(e25) = v12 & j(e24) = v11 & j(e23) = % 26.22/4.22 v10 & j(e22) = v9 & j(e20) = v7 & j(e21) = v8 & op2(v6, v6) = v111 & op2(v6, % 26.22/4.22 v5) = v109 & op2(v6, v4) = v107 & op2(v6, v3) = v105 & op2(v6, v2) = v103 % 26.22/4.22 & op2(v6, v1) = v101 & op2(v6, v0) = v99 & op2(v5, v6) = v97 & op2(v5, v5) = % 26.22/4.22 v95 & op2(v5, v4) = v93 & op2(v5, v3) = v91 & op2(v5, v2) = v89 & op2(v5, % 26.22/4.22 v1) = v87 & op2(v5, v0) = v85 & op2(v4, v6) = v83 & op2(v4, v5) = v81 & % 26.22/4.22 op2(v4, v4) = v79 & op2(v4, v3) = v77 & op2(v4, v2) = v75 & op2(v4, v1) = % 26.22/4.22 v73 & op2(v4, v0) = v71 & op2(v3, v6) = v69 & op2(v3, v5) = v67 & op2(v3, % 26.22/4.22 v4) = v65 & op2(v3, v3) = v63 & op2(v3, v2) = v61 & op2(v3, v1) = v59 & % 26.22/4.22 op2(v3, v0) = v57 & op2(v2, v6) = v55 & op2(v2, v5) = v53 & op2(v2, v4) = % 26.22/4.22 v51 & op2(v2, v3) = v49 & op2(v2, v2) = v47 & op2(v2, v1) = v45 & op2(v2, % 26.22/4.22 v0) = v43 & op2(v1, v6) = v41 & op2(v1, v5) = v39 & op2(v1, v4) = v37 & % 26.22/4.22 op2(v1, v3) = v35 & op2(v1, v2) = v33 & op2(v1, v1) = v31 & op2(v1, v0) = % 26.22/4.22 v29 & op2(v0, v6) = v27 & op2(v0, v5) = v25 & op2(v0, v4) = v23 & op2(v0, % 26.22/4.22 v3) = v21 & op2(v0, v2) = v19 & op2(v0, v1) = v17 & op2(v0, v0) = v15 & % 26.22/4.22 op2(e26, e26) = v208 & op2(e26, e25) = v206 & op2(e26, e24) = v204 & % 26.22/4.22 op2(e26, e23) = v202 & op2(e26, e22) = v200 & op2(e26, e20) = v196 & % 26.22/4.22 op2(e26, e21) = v198 & op2(e25, e26) = v194 & op2(e25, e25) = v192 & % 26.22/4.22 op2(e25, e24) = v190 & op2(e25, e23) = v188 & op2(e25, e22) = v186 & % 26.22/4.22 op2(e25, e20) = v182 & op2(e25, e21) = v184 & op2(e24, e26) = v180 & % 26.22/4.22 op2(e24, e25) = v178 & op2(e24, e24) = v176 & op2(e24, e23) = v174 & % 26.22/4.22 op2(e24, e22) = v172 & op2(e24, e20) = v168 & op2(e24, e21) = v170 & % 26.22/4.22 op2(e23, e26) = v166 & op2(e23, e25) = v164 & op2(e23, e24) = v162 & % 26.22/4.22 op2(e23, e23) = v160 & op2(e23, e22) = v158 & op2(e23, e20) = v154 & % 26.22/4.22 op2(e23, e21) = v156 & op2(e22, e26) = v152 & op2(e22, e25) = v150 & % 26.22/4.22 op2(e22, e24) = v148 & op2(e22, e23) = v146 & op2(e22, e22) = v144 & % 26.22/4.22 op2(e22, e20) = v140 & op2(e22, e21) = v142 & op2(e20, e26) = v124 & % 26.22/4.22 op2(e20, e25) = v122 & op2(e20, e24) = v120 & op2(e20, e23) = v118 & % 26.22/4.22 op2(e20, e22) = v116 & op2(e20, e20) = v112 & op2(e20, e21) = v114 & % 26.22/4.22 op2(e21, e26) = v138 & op2(e21, e25) = v136 & op2(e21, e24) = v134 & % 26.22/4.22 op2(e21, e23) = v132 & op2(e21, e22) = v130 & op2(e21, e20) = v126 & % 26.22/4.22 op2(e21, e21) = v128 & op1(v13, v13) = v209 & op1(v13, v12) = v207 & % 26.22/4.22 op1(v13, v11) = v205 & op1(v13, v10) = v203 & op1(v13, v9) = v201 & op1(v13, % 26.22/4.22 v8) = v199 & op1(v13, v7) = v197 & op1(v12, v13) = v195 & op1(v12, v12) = % 26.22/4.22 v193 & op1(v12, v11) = v191 & op1(v12, v10) = v189 & op1(v12, v9) = v187 & % 26.22/4.22 op1(v12, v8) = v185 & op1(v12, v7) = v183 & op1(v11, v13) = v181 & op1(v11, % 26.22/4.22 v12) = v179 & op1(v11, v11) = v177 & op1(v11, v10) = v175 & op1(v11, v9) = % 26.22/4.22 v173 & op1(v11, v8) = v171 & op1(v11, v7) = v169 & op1(v10, v13) = v167 & % 26.22/4.22 op1(v10, v12) = v165 & op1(v10, v11) = v163 & op1(v10, v10) = v161 & % 26.22/4.22 op1(v10, v9) = v159 & op1(v10, v8) = v157 & op1(v10, v7) = v155 & op1(v9, % 26.22/4.22 v13) = v153 & op1(v9, v12) = v151 & op1(v9, v11) = v149 & op1(v9, v10) = % 26.22/4.22 v147 & op1(v9, v9) = v145 & op1(v9, v8) = v143 & op1(v9, v7) = v141 & % 26.22/4.22 op1(v8, v13) = v139 & op1(v8, v12) = v137 & op1(v8, v11) = v135 & op1(v8, % 26.22/4.22 v10) = v133 & op1(v8, v9) = v131 & op1(v8, v8) = v129 & op1(v8, v7) = v127 % 26.22/4.22 & op1(v7, v13) = v125 & op1(v7, v12) = v123 & op1(v7, v11) = v121 & op1(v7, % 26.22/4.22 v10) = v119 & op1(v7, v9) = v117 & op1(v7, v8) = v115 & op1(v7, v7) = v113 % 26.22/4.22 & op1(e16, e16) = v110 & op1(e16, e15) = v108 & op1(e16, e14) = v106 & % 26.22/4.22 op1(e16, e13) = v104 & op1(e16, e12) = v102 & op1(e16, e10) = v98 & op1(e16, % 26.22/4.22 e11) = v100 & op1(e15, e16) = v96 & op1(e15, e15) = v94 & op1(e15, e14) = % 26.22/4.22 v92 & op1(e15, e13) = v90 & op1(e15, e12) = v88 & op1(e15, e10) = v84 & % 26.22/4.22 op1(e15, e11) = v86 & op1(e14, e16) = v82 & op1(e14, e15) = v80 & op1(e14, % 26.22/4.22 e14) = v78 & op1(e14, e13) = v76 & op1(e14, e12) = v74 & op1(e14, e10) = % 26.22/4.22 v70 & op1(e14, e11) = v72 & op1(e13, e16) = v68 & op1(e13, e15) = v66 & % 26.22/4.22 op1(e13, e14) = v64 & op1(e13, e13) = v62 & op1(e13, e12) = v60 & op1(e13, % 26.22/4.22 e10) = v56 & op1(e13, e11) = v58 & op1(e12, e16) = v54 & op1(e12, e15) = % 26.22/4.22 v52 & op1(e12, e14) = v50 & op1(e12, e13) = v48 & op1(e12, e12) = v46 & % 26.22/4.22 op1(e12, e10) = v42 & op1(e12, e11) = v44 & op1(e10, e16) = v26 & op1(e10, % 26.22/4.22 e15) = v24 & op1(e10, e14) = v22 & op1(e10, e13) = v20 & op1(e10, e12) = % 26.22/4.22 v18 & op1(e10, e10) = v14 & op1(e10, e11) = v16 & op1(e11, e16) = v40 & % 26.22/4.22 op1(e11, e15) = v38 & op1(e11, e14) = v36 & op1(e11, e13) = v34 & op1(e11, % 26.22/4.22 e12) = v32 & op1(e11, e10) = v28 & op1(e11, e11) = v30 & $i(v209) & % 26.22/4.22 $i(v208) & $i(v207) & $i(v206) & $i(v205) & $i(v204) & $i(v203) & $i(v202) & % 26.22/4.22 $i(v201) & $i(v200) & $i(v199) & $i(v198) & $i(v197) & $i(v196) & $i(v195) & % 26.22/4.22 $i(v194) & $i(v193) & $i(v192) & $i(v191) & $i(v190) & $i(v189) & $i(v188) & % 26.22/4.22 $i(v187) & $i(v186) & $i(v185) & $i(v184) & $i(v183) & $i(v182) & $i(v181) & % 26.22/4.22 $i(v180) & $i(v179) & $i(v178) & $i(v177) & $i(v176) & $i(v175) & $i(v174) & % 26.22/4.22 $i(v173) & $i(v172) & $i(v171) & $i(v170) & $i(v169) & $i(v168) & $i(v167) & % 26.22/4.22 $i(v166) & $i(v165) & $i(v164) & $i(v163) & $i(v162) & $i(v161) & $i(v160) & % 26.22/4.22 $i(v159) & $i(v158) & $i(v157) & $i(v156) & $i(v155) & $i(v154) & $i(v153) & % 26.22/4.22 $i(v152) & $i(v151) & $i(v150) & $i(v149) & $i(v148) & $i(v147) & $i(v146) & % 26.22/4.22 $i(v145) & $i(v144) & $i(v143) & $i(v142) & $i(v141) & $i(v140) & $i(v139) & % 26.22/4.22 $i(v138) & $i(v137) & $i(v136) & $i(v135) & $i(v134) & $i(v133) & $i(v132) & % 26.22/4.22 $i(v131) & $i(v130) & $i(v129) & $i(v128) & $i(v127) & $i(v126) & $i(v125) & % 26.22/4.22 $i(v124) & $i(v123) & $i(v122) & $i(v121) & $i(v120) & $i(v119) & $i(v118) & % 26.22/4.22 $i(v117) & $i(v116) & $i(v115) & $i(v114) & $i(v113) & $i(v112) & $i(v111) & % 26.22/4.22 $i(v110) & $i(v109) & $i(v108) & $i(v107) & $i(v106) & $i(v105) & $i(v104) & % 26.22/4.22 $i(v103) & $i(v102) & $i(v101) & $i(v100) & $i(v99) & $i(v98) & $i(v97) & % 26.22/4.22 $i(v96) & $i(v95) & $i(v94) & $i(v93) & $i(v92) & $i(v91) & $i(v90) & % 26.22/4.22 $i(v89) & $i(v88) & $i(v87) & $i(v86) & $i(v85) & $i(v84) & $i(v83) & % 26.22/4.22 $i(v82) & $i(v81) & $i(v80) & $i(v79) & $i(v78) & $i(v77) & $i(v76) & % 26.22/4.22 $i(v75) & $i(v74) & $i(v73) & $i(v72) & $i(v71) & $i(v70) & $i(v69) & % 26.22/4.22 $i(v68) & $i(v67) & $i(v66) & $i(v65) & $i(v64) & $i(v63) & $i(v62) & % 26.22/4.22 $i(v61) & $i(v60) & $i(v59) & $i(v58) & $i(v57) & $i(v56) & $i(v55) & % 26.22/4.22 $i(v54) & $i(v53) & $i(v52) & $i(v51) & $i(v50) & $i(v49) & $i(v48) & % 26.22/4.22 $i(v47) & $i(v46) & $i(v45) & $i(v44) & $i(v43) & $i(v42) & $i(v41) & % 26.22/4.22 $i(v40) & $i(v39) & $i(v38) & $i(v37) & $i(v36) & $i(v35) & $i(v34) & % 26.22/4.22 $i(v33) & $i(v32) & $i(v31) & $i(v30) & $i(v29) & $i(v28) & $i(v27) & % 26.22/4.22 $i(v26) & $i(v25) & $i(v24) & $i(v23) & $i(v22) & $i(v21) & $i(v20) & % 26.22/4.22 $i(v19) & $i(v18) & $i(v17) & $i(v16) & $i(v15) & $i(v14) & $i(v13) & % 26.22/4.22 $i(v12) & $i(v11) & $i(v10) & $i(v9) & $i(v8) & $i(v7) & $i(v6) & $i(v5) & % 26.22/4.22 $i(v4) & $i(v3) & $i(v2) & $i(v1) & $i(v0) & (v13 = e16 | v13 = e15 | v13 = % 26.22/4.22 e14 | v13 = e13 | v13 = e12 | v13 = e10 | v13 = e11) & (v12 = e16 | v12 = % 26.22/4.22 e15 | v12 = e14 | v12 = e13 | v12 = e12 | v12 = e10 | v12 = e11) & (v11 = % 26.22/4.22 e16 | v11 = e15 | v11 = e14 | v11 = e13 | v11 = e12 | v11 = e10 | v11 = % 26.22/4.22 e11) & (v10 = e16 | v10 = e15 | v10 = e14 | v10 = e13 | v10 = e12 | v10 = % 26.22/4.22 e10 | v10 = e11) & (v9 = e16 | v9 = e15 | v9 = e14 | v9 = e13 | v9 = e12 | % 26.22/4.22 v9 = e10 | v9 = e11) & (v8 = e16 | v8 = e15 | v8 = e14 | v8 = e13 | v8 = % 26.22/4.22 e12 | v8 = e10 | v8 = e11) & (v7 = e16 | v7 = e15 | v7 = e14 | v7 = e13 | % 26.22/4.22 v7 = e12 | v7 = e10 | v7 = e11) & (v6 = e26 | v6 = e25 | v6 = e24 | v6 = % 26.22/4.22 e23 | v6 = e22 | v6 = e20 | v6 = e21) & (v5 = e26 | v5 = e25 | v5 = e24 | % 26.22/4.22 v5 = e23 | v5 = e22 | v5 = e20 | v5 = e21) & (v4 = e26 | v4 = e25 | v4 = % 26.22/4.22 e24 | v4 = e23 | v4 = e22 | v4 = e20 | v4 = e21) & (v3 = e26 | v3 = e25 | % 26.22/4.22 v3 = e24 | v3 = e23 | v3 = e22 | v3 = e20 | v3 = e21) & (v2 = e26 | v2 = % 26.22/4.22 e25 | v2 = e24 | v2 = e23 | v2 = e22 | v2 = e20 | v2 = e21) & (v1 = e26 | % 26.22/4.22 v1 = e25 | v1 = e24 | v1 = e23 | v1 = e22 | v1 = e20 | v1 = e21) & (v0 = % 26.22/4.22 e26 | v0 = e25 | v0 = e24 | v0 = e23 | v0 = e22 | v0 = e20 | v0 = e21)) % 26.22/4.22 % 26.22/4.22 (function-axioms) % 26.22/4.23 ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : ! [v3: $i] : (v1 = v0 | ~ (op2(v3, % 26.22/4.23 v2) = v1) | ~ (op2(v3, v2) = v0)) & ! [v0: $i] : ! [v1: $i] : ! [v2: % 26.22/4.23 $i] : ! [v3: $i] : (v1 = v0 | ~ (op1(v3, v2) = v1) | ~ (op1(v3, v2) = % 26.22/4.23 v0)) & ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : (v1 = v0 | ~ (h(v2) = % 26.22/4.23 v1) | ~ (h(v2) = v0)) & ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : (v1 = % 26.22/4.23 v0 | ~ (j(v2) = v1) | ~ (j(v2) = v0)) % 26.22/4.23 % 26.22/4.23 Further assumptions not needed in the proof: % 26.22/4.23 -------------------------------------------- % 26.22/4.23 ax2, ax3 % 26.22/4.23 % 26.22/4.23 Those formulas are unsatisfiable: % 26.22/4.23 --------------------------------- % 26.22/4.23 % 26.22/4.23 Begin of proof % 26.22/4.23 | % 26.22/4.23 | ALPHA: (ax1) implies: % 26.22/4.23 | (1) ~ (e15 = e10) % 26.22/4.23 | % 26.22/4.23 | ALPHA: (ax4) implies: % 26.22/4.23 | (2) op1(e11, e11) = e16 % 26.22/4.23 | (3) op1(e10, e10) = e13 % 26.22/4.23 | (4) op1(e12, e12) = e15 % 26.22/4.23 | (5) op1(e13, e13) = e14 % 26.22/4.23 | (6) op1(e14, e14) = e12 % 26.22/4.23 | (7) op1(e15, e13) = e10 % 26.22/4.23 | (8) op1(e15, e15) = e11 % 26.22/4.23 | (9) op1(e16, e10) = e15 % 26.22/4.23 | (10) op1(e16, e16) = e10 % 26.22/4.23 | % 26.22/4.23 | ALPHA: (ax5) implies: % 26.22/4.23 | (11) op2(e21, e21) = e26 % 26.22/4.23 | (12) op2(e21, e23) = e21 % 26.22/4.23 | (13) op2(e21, e24) = e25 % 26.22/4.23 | (14) op2(e21, e25) = e22 % 26.22/4.23 | (15) op2(e21, e26) = e23 % 26.22/4.23 | (16) op2(e20, e20) = e22 % 26.22/4.23 | (17) op2(e20, e22) = e21 % 26.22/4.23 | (18) op2(e20, e23) = e25 % 26.22/4.23 | (19) op2(e20, e24) = e23 % 26.22/4.23 | (20) op2(e20, e26) = e26 % 26.22/4.23 | (21) op2(e22, e20) = e21 % 26.22/4.23 | (22) op2(e22, e22) = e23 % 26.22/4.23 | (23) op2(e22, e23) = e26 % 26.22/4.23 | (24) op2(e22, e25) = e25 % 26.22/4.23 | (25) op2(e22, e26) = e22 % 26.22/4.23 | (26) op2(e23, e21) = e21 % 26.22/4.23 | (27) op2(e23, e20) = e25 % 26.22/4.23 | (28) op2(e23, e22) = e26 % 26.22/4.23 | (29) op2(e23, e23) = e20 % 26.22/4.23 | (30) op2(e23, e24) = e22 % 26.22/4.23 | (31) op2(e23, e25) = e23 % 26.22/4.23 | (32) op2(e24, e21) = e25 % 26.22/4.23 | (33) op2(e24, e20) = e23 % 26.22/4.23 | (34) op2(e24, e23) = e22 % 26.22/4.23 | (35) op2(e24, e25) = e26 % 26.22/4.24 | (36) op2(e24, e26) = e21 % 26.22/4.24 | (37) op2(e25, e21) = e22 % 26.22/4.24 | (38) op2(e25, e22) = e25 % 26.22/4.24 | (39) op2(e25, e23) = e23 % 26.22/4.24 | (40) op2(e25, e24) = e26 % 26.22/4.24 | (41) op2(e25, e25) = e21 % 26.22/4.24 | (42) op2(e26, e21) = e23 % 26.22/4.24 | (43) op2(e26, e20) = e26 % 26.22/4.24 | (44) op2(e26, e22) = e22 % 26.22/4.24 | (45) op2(e26, e24) = e21 % 26.22/4.24 | (46) op2(e26, e26) = e25 % 26.22/4.24 | % 26.22/4.24 | ALPHA: (co1) implies: % 26.51/4.25 | (47) ? [v0: $i] : ? [v1: $i] : ? [v2: $i] : ? [v3: $i] : ? [v4: $i] : % 26.51/4.25 | ? [v5: $i] : ? [v6: $i] : ? [v7: $i] : ? [v8: $i] : ? [v9: $i] : % 26.51/4.25 | ? [v10: $i] : ? [v11: $i] : ? [v12: $i] : ? [v13: $i] : ? [v14: % 26.51/4.25 | $i] : ? [v15: $i] : ? [v16: $i] : ? [v17: $i] : ? [v18: $i] : ? % 26.51/4.25 | [v19: $i] : ? [v20: $i] : ? [v21: $i] : ? [v22: $i] : ? [v23: $i] % 26.51/4.25 | : ? [v24: $i] : ? [v25: $i] : ? [v26: $i] : ? [v27: $i] : ? [v28: % 26.51/4.25 | $i] : ? [v29: $i] : ? [v30: $i] : ? [v31: $i] : ? [v32: $i] : ? % 26.51/4.25 | [v33: $i] : ? [v34: $i] : ? [v35: $i] : ? [v36: $i] : ? [v37: $i] % 26.51/4.25 | : ? [v38: $i] : ? [v39: $i] : ? [v40: $i] : ? [v41: $i] : ? [v42: % 26.51/4.25 | $i] : ? [v43: $i] : ? [v44: $i] : ? [v45: $i] : ? [v46: $i] : ? % 26.51/4.25 | [v47: $i] : ? [v48: $i] : ? [v49: $i] : ? [v50: $i] : ? [v51: $i] % 26.51/4.25 | : ? [v52: $i] : ? [v53: $i] : ? [v54: $i] : ? [v55: $i] : ? [v56: % 26.51/4.25 | $i] : ? [v57: $i] : ? [v58: $i] : ? [v59: $i] : ? [v60: $i] : ? % 26.51/4.25 | [v61: $i] : ? [v62: $i] : ? [v63: $i] : ? [v64: $i] : ? [v65: $i] % 26.51/4.25 | : ? [v66: $i] : ? [v67: $i] : ? [v68: $i] : ? [v69: $i] : ? [v70: % 26.51/4.25 | $i] : ? [v71: $i] : ? [v72: $i] : ? [v73: $i] : ? [v74: $i] : ? % 26.51/4.25 | [v75: $i] : ? [v76: $i] : ? [v77: $i] : ? [v78: $i] : ? [v79: $i] % 26.51/4.25 | : ? [v80: $i] : ? [v81: $i] : ? [v82: $i] : ? [v83: $i] : ? [v84: % 26.51/4.25 | $i] : ? [v85: $i] : ? [v86: $i] : ? [v87: $i] : ? [v88: $i] : ? % 26.51/4.25 | [v89: $i] : ? [v90: $i] : ? [v91: $i] : ? [v92: $i] : ? [v93: $i] % 26.51/4.25 | : ? [v94: $i] : ? [v95: $i] : ? [v96: $i] : ? [v97: $i] : ? [v98: % 26.51/4.25 | $i] : ? [v99: $i] : ? [v100: $i] : ? [v101: $i] : ? [v102: $i] : % 26.51/4.25 | ? [v103: $i] : ? [v104: $i] : ? [v105: $i] : ? [v106: $i] : ? % 26.51/4.25 | [v107: $i] : ? [v108: $i] : ? [v109: $i] : ? [v110: $i] : ? [v111: % 26.51/4.25 | $i] : ? [v112: $i] : ? [v113: $i] : ? [v114: $i] : ? [v115: $i] % 26.51/4.25 | : ? [v116: $i] : ? [v117: $i] : ? [v118: $i] : ? [v119: $i] : ? % 26.51/4.25 | [v120: $i] : ? [v121: $i] : ? [v122: $i] : ? [v123: $i] : ? [v124: % 26.51/4.25 | $i] : ? [v125: $i] : ? [v126: $i] : ? [v127: $i] : ? [v128: $i] % 26.51/4.25 | : ? [v129: $i] : ? [v130: $i] : ? [v131: $i] : ? [v132: $i] : ? % 26.51/4.25 | [v133: $i] : ? [v134: $i] : ? [v135: $i] : ? [v136: $i] : ? [v137: % 26.51/4.25 | $i] : ? [v138: $i] : ? [v139: $i] : ? [v140: $i] : ? [v141: $i] % 26.51/4.25 | : ? [v142: $i] : ? [v143: $i] : ? [v144: $i] : ? [v145: $i] : ? % 26.51/4.25 | [v146: $i] : ? [v147: $i] : ? [v148: $i] : ? [v149: $i] : ? [v150: % 26.51/4.25 | $i] : ? [v151: $i] : ? [v152: $i] : ? [v153: $i] : ? [v154: $i] % 26.51/4.25 | : ? [v155: $i] : ? [v156: $i] : ? [v157: $i] : ? [v158: $i] : ? % 26.51/4.25 | [v159: $i] : ? [v160: $i] : ? [v161: $i] : ? [v162: $i] : ? [v163: % 26.51/4.25 | $i] : ? [v164: $i] : ? [v165: $i] : ? [v166: $i] : ? [v167: $i] % 26.51/4.25 | : ? [v168: $i] : ? [v169: $i] : ? [v170: $i] : ? [v171: $i] : ? % 26.51/4.25 | [v172: $i] : ? [v173: $i] : ? [v174: $i] : ? [v175: $i] : ? [v176: % 26.51/4.25 | $i] : ? [v177: $i] : ? [v178: $i] : ? [v179: $i] : ? [v180: $i] % 26.51/4.26 | : ? [v181: $i] : ? [v182: $i] : ? [v183: $i] : ? [v184: $i] : ? % 26.51/4.26 | [v185: $i] : ? [v186: $i] : ? [v187: $i] : ? [v188: $i] : ? [v189: % 26.51/4.26 | $i] : ? [v190: $i] : ? [v191: $i] : ? [v192: $i] : ? [v193: $i] % 26.51/4.26 | : ? [v194: $i] : ? [v195: $i] : ? [v196: $i] : ? [v197: $i] : ? % 26.51/4.26 | [v198: $i] : ? [v199: $i] : ? [v200: $i] : ? [v201: $i] : ? [v202: % 26.51/4.26 | $i] : ? [v203: $i] : ? [v204: $i] : ? [v205: $i] : ? [v206: $i] % 26.51/4.26 | : ? [v207: $i] : ? [v208: $i] : ? [v209: $i] : (h(v110) = v111 & % 26.51/4.26 | h(v108) = v109 & h(v106) = v107 & h(v104) = v105 & h(v102) = v103 & % 26.51/4.26 | h(v100) = v101 & h(v98) = v99 & h(v96) = v97 & h(v94) = v95 & h(v92) % 26.51/4.26 | = v93 & h(v90) = v91 & h(v88) = v89 & h(v86) = v87 & h(v84) = v85 & % 26.51/4.26 | h(v82) = v83 & h(v80) = v81 & h(v78) = v79 & h(v76) = v77 & h(v74) = % 26.51/4.26 | v75 & h(v72) = v73 & h(v70) = v71 & h(v68) = v69 & h(v66) = v67 & % 26.51/4.26 | h(v64) = v65 & h(v62) = v63 & h(v60) = v61 & h(v58) = v59 & h(v56) = % 26.51/4.26 | v57 & h(v54) = v55 & h(v52) = v53 & h(v50) = v51 & h(v48) = v49 & % 26.51/4.26 | h(v46) = v47 & h(v44) = v45 & h(v42) = v43 & h(v40) = v41 & h(v38) = % 26.51/4.26 | v39 & h(v36) = v37 & h(v34) = v35 & h(v32) = v33 & h(v30) = v31 & % 26.51/4.26 | h(v28) = v29 & h(v26) = v27 & h(v24) = v25 & h(v22) = v23 & h(v20) = % 26.51/4.26 | v21 & h(v18) = v19 & h(v16) = v17 & h(v14) = v15 & h(v13) = e26 & % 26.51/4.26 | h(v12) = e25 & h(v11) = e24 & h(v10) = e23 & h(v9) = e22 & h(v8) = % 26.51/4.26 | e21 & h(v7) = e20 & h(e16) = v6 & h(e15) = v5 & h(e14) = v4 & h(e13) % 26.51/4.26 | = v3 & h(e12) = v2 & h(e10) = v0 & h(e11) = v1 & j(v208) = v209 & % 26.51/4.26 | j(v206) = v207 & j(v204) = v205 & j(v202) = v203 & j(v200) = v201 & % 26.51/4.26 | j(v198) = v199 & j(v196) = v197 & j(v194) = v195 & j(v192) = v193 & % 26.51/4.26 | j(v190) = v191 & j(v188) = v189 & j(v186) = v187 & j(v184) = v185 & % 26.51/4.26 | j(v182) = v183 & j(v180) = v181 & j(v178) = v179 & j(v176) = v177 & % 26.51/4.26 | j(v174) = v175 & j(v172) = v173 & j(v170) = v171 & j(v168) = v169 & % 26.51/4.26 | j(v166) = v167 & j(v164) = v165 & j(v162) = v163 & j(v160) = v161 & % 26.51/4.26 | j(v158) = v159 & j(v156) = v157 & j(v154) = v155 & j(v152) = v153 & % 26.51/4.26 | j(v150) = v151 & j(v148) = v149 & j(v146) = v147 & j(v144) = v145 & % 26.51/4.26 | j(v142) = v143 & j(v140) = v141 & j(v138) = v139 & j(v136) = v137 & % 26.51/4.26 | j(v134) = v135 & j(v132) = v133 & j(v130) = v131 & j(v128) = v129 & % 26.51/4.26 | j(v126) = v127 & j(v124) = v125 & j(v122) = v123 & j(v120) = v121 & % 26.51/4.26 | j(v118) = v119 & j(v116) = v117 & j(v114) = v115 & j(v112) = v113 & % 26.51/4.26 | j(v6) = e16 & j(v5) = e15 & j(v4) = e14 & j(v3) = e13 & j(v2) = e12 % 26.51/4.26 | & j(v1) = e11 & j(v0) = e10 & j(e26) = v13 & j(e25) = v12 & j(e24) = % 26.51/4.26 | v11 & j(e23) = v10 & j(e22) = v9 & j(e20) = v7 & j(e21) = v8 & % 26.51/4.26 | op2(v6, v6) = v111 & op2(v6, v5) = v109 & op2(v6, v4) = v107 & % 26.51/4.26 | op2(v6, v3) = v105 & op2(v6, v2) = v103 & op2(v6, v1) = v101 & % 26.51/4.26 | op2(v6, v0) = v99 & op2(v5, v6) = v97 & op2(v5, v5) = v95 & op2(v5, % 26.51/4.26 | v4) = v93 & op2(v5, v3) = v91 & op2(v5, v2) = v89 & op2(v5, v1) = % 26.51/4.26 | v87 & op2(v5, v0) = v85 & op2(v4, v6) = v83 & op2(v4, v5) = v81 & % 26.51/4.26 | op2(v4, v4) = v79 & op2(v4, v3) = v77 & op2(v4, v2) = v75 & op2(v4, % 26.51/4.26 | v1) = v73 & op2(v4, v0) = v71 & op2(v3, v6) = v69 & op2(v3, v5) = % 26.51/4.26 | v67 & op2(v3, v4) = v65 & op2(v3, v3) = v63 & op2(v3, v2) = v61 & % 26.51/4.26 | op2(v3, v1) = v59 & op2(v3, v0) = v57 & op2(v2, v6) = v55 & op2(v2, % 26.51/4.26 | v5) = v53 & op2(v2, v4) = v51 & op2(v2, v3) = v49 & op2(v2, v2) = % 26.51/4.26 | v47 & op2(v2, v1) = v45 & op2(v2, v0) = v43 & op2(v1, v6) = v41 & % 26.51/4.26 | op2(v1, v5) = v39 & op2(v1, v4) = v37 & op2(v1, v3) = v35 & op2(v1, % 26.51/4.26 | v2) = v33 & op2(v1, v1) = v31 & op2(v1, v0) = v29 & op2(v0, v6) = % 26.51/4.26 | v27 & op2(v0, v5) = v25 & op2(v0, v4) = v23 & op2(v0, v3) = v21 & % 26.51/4.26 | op2(v0, v2) = v19 & op2(v0, v1) = v17 & op2(v0, v0) = v15 & op2(e26, % 26.51/4.26 | e26) = v208 & op2(e26, e25) = v206 & op2(e26, e24) = v204 & % 26.51/4.26 | op2(e26, e23) = v202 & op2(e26, e22) = v200 & op2(e26, e20) = v196 & % 26.51/4.26 | op2(e26, e21) = v198 & op2(e25, e26) = v194 & op2(e25, e25) = v192 & % 26.51/4.26 | op2(e25, e24) = v190 & op2(e25, e23) = v188 & op2(e25, e22) = v186 & % 26.51/4.26 | op2(e25, e20) = v182 & op2(e25, e21) = v184 & op2(e24, e26) = v180 & % 26.51/4.26 | op2(e24, e25) = v178 & op2(e24, e24) = v176 & op2(e24, e23) = v174 & % 26.51/4.26 | op2(e24, e22) = v172 & op2(e24, e20) = v168 & op2(e24, e21) = v170 & % 26.51/4.26 | op2(e23, e26) = v166 & op2(e23, e25) = v164 & op2(e23, e24) = v162 & % 26.51/4.26 | op2(e23, e23) = v160 & op2(e23, e22) = v158 & op2(e23, e20) = v154 & % 26.51/4.26 | op2(e23, e21) = v156 & op2(e22, e26) = v152 & op2(e22, e25) = v150 & % 26.51/4.26 | op2(e22, e24) = v148 & op2(e22, e23) = v146 & op2(e22, e22) = v144 & % 26.51/4.26 | op2(e22, e20) = v140 & op2(e22, e21) = v142 & op2(e20, e26) = v124 & % 26.51/4.26 | op2(e20, e25) = v122 & op2(e20, e24) = v120 & op2(e20, e23) = v118 & % 26.51/4.26 | op2(e20, e22) = v116 & op2(e20, e20) = v112 & op2(e20, e21) = v114 & % 26.51/4.26 | op2(e21, e26) = v138 & op2(e21, e25) = v136 & op2(e21, e24) = v134 & % 26.51/4.26 | op2(e21, e23) = v132 & op2(e21, e22) = v130 & op2(e21, e20) = v126 & % 26.51/4.26 | op2(e21, e21) = v128 & op1(v13, v13) = v209 & op1(v13, v12) = v207 & % 26.51/4.26 | op1(v13, v11) = v205 & op1(v13, v10) = v203 & op1(v13, v9) = v201 & % 26.51/4.26 | op1(v13, v8) = v199 & op1(v13, v7) = v197 & op1(v12, v13) = v195 & % 26.51/4.26 | op1(v12, v12) = v193 & op1(v12, v11) = v191 & op1(v12, v10) = v189 & % 26.51/4.26 | op1(v12, v9) = v187 & op1(v12, v8) = v185 & op1(v12, v7) = v183 & % 26.51/4.26 | op1(v11, v13) = v181 & op1(v11, v12) = v179 & op1(v11, v11) = v177 & % 26.51/4.26 | op1(v11, v10) = v175 & op1(v11, v9) = v173 & op1(v11, v8) = v171 & % 26.51/4.26 | op1(v11, v7) = v169 & op1(v10, v13) = v167 & op1(v10, v12) = v165 & % 26.51/4.26 | op1(v10, v11) = v163 & op1(v10, v10) = v161 & op1(v10, v9) = v159 & % 26.51/4.26 | op1(v10, v8) = v157 & op1(v10, v7) = v155 & op1(v9, v13) = v153 & % 26.51/4.26 | op1(v9, v12) = v151 & op1(v9, v11) = v149 & op1(v9, v10) = v147 & % 26.51/4.26 | op1(v9, v9) = v145 & op1(v9, v8) = v143 & op1(v9, v7) = v141 & % 26.51/4.26 | op1(v8, v13) = v139 & op1(v8, v12) = v137 & op1(v8, v11) = v135 & % 26.51/4.26 | op1(v8, v10) = v133 & op1(v8, v9) = v131 & op1(v8, v8) = v129 & % 26.51/4.26 | op1(v8, v7) = v127 & op1(v7, v13) = v125 & op1(v7, v12) = v123 & % 26.51/4.26 | op1(v7, v11) = v121 & op1(v7, v10) = v119 & op1(v7, v9) = v117 & % 26.51/4.26 | op1(v7, v8) = v115 & op1(v7, v7) = v113 & op1(e16, e16) = v110 & % 26.51/4.26 | op1(e16, e15) = v108 & op1(e16, e14) = v106 & op1(e16, e13) = v104 & % 26.51/4.26 | op1(e16, e12) = v102 & op1(e16, e10) = v98 & op1(e16, e11) = v100 & % 26.51/4.26 | op1(e15, e16) = v96 & op1(e15, e15) = v94 & op1(e15, e14) = v92 & % 26.51/4.26 | op1(e15, e13) = v90 & op1(e15, e12) = v88 & op1(e15, e10) = v84 & % 26.51/4.26 | op1(e15, e11) = v86 & op1(e14, e16) = v82 & op1(e14, e15) = v80 & % 26.51/4.26 | op1(e14, e14) = v78 & op1(e14, e13) = v76 & op1(e14, e12) = v74 & % 26.51/4.26 | op1(e14, e10) = v70 & op1(e14, e11) = v72 & op1(e13, e16) = v68 & % 26.51/4.26 | op1(e13, e15) = v66 & op1(e13, e14) = v64 & op1(e13, e13) = v62 & % 26.51/4.26 | op1(e13, e12) = v60 & op1(e13, e10) = v56 & op1(e13, e11) = v58 & % 26.51/4.26 | op1(e12, e16) = v54 & op1(e12, e15) = v52 & op1(e12, e14) = v50 & % 26.51/4.26 | op1(e12, e13) = v48 & op1(e12, e12) = v46 & op1(e12, e10) = v42 & % 26.51/4.26 | op1(e12, e11) = v44 & op1(e10, e16) = v26 & op1(e10, e15) = v24 & % 26.51/4.26 | op1(e10, e14) = v22 & op1(e10, e13) = v20 & op1(e10, e12) = v18 & % 26.51/4.26 | op1(e10, e10) = v14 & op1(e10, e11) = v16 & op1(e11, e16) = v40 & % 26.51/4.26 | op1(e11, e15) = v38 & op1(e11, e14) = v36 & op1(e11, e13) = v34 & % 26.51/4.26 | op1(e11, e12) = v32 & op1(e11, e10) = v28 & op1(e11, e11) = v30 & % 26.51/4.26 | $i(v209) & $i(v208) & $i(v207) & $i(v206) & $i(v205) & $i(v204) & % 26.51/4.26 | $i(v203) & $i(v202) & $i(v201) & $i(v200) & $i(v199) & $i(v198) & % 26.51/4.26 | $i(v197) & $i(v196) & $i(v195) & $i(v194) & $i(v193) & $i(v192) & % 26.51/4.26 | $i(v191) & $i(v190) & $i(v189) & $i(v188) & $i(v187) & $i(v186) & % 26.51/4.26 | $i(v185) & $i(v184) & $i(v183) & $i(v182) & $i(v181) & $i(v180) & % 26.51/4.26 | $i(v179) & $i(v178) & $i(v177) & $i(v176) & $i(v175) & $i(v174) & % 26.51/4.26 | $i(v173) & $i(v172) & $i(v171) & $i(v170) & $i(v169) & $i(v168) & % 26.51/4.26 | $i(v167) & $i(v166) & $i(v165) & $i(v164) & $i(v163) & $i(v162) & % 26.51/4.26 | $i(v161) & $i(v160) & $i(v159) & $i(v158) & $i(v157) & $i(v156) & % 26.51/4.26 | $i(v155) & $i(v154) & $i(v153) & $i(v152) & $i(v151) & $i(v150) & % 26.51/4.26 | $i(v149) & $i(v148) & $i(v147) & $i(v146) & $i(v145) & $i(v144) & % 26.51/4.26 | $i(v143) & $i(v142) & $i(v141) & $i(v140) & $i(v139) & $i(v138) & % 26.51/4.26 | $i(v137) & $i(v136) & $i(v135) & $i(v134) & $i(v133) & $i(v132) & % 26.51/4.26 | $i(v131) & $i(v130) & $i(v129) & $i(v128) & $i(v127) & $i(v126) & % 26.51/4.26 | $i(v125) & $i(v124) & $i(v123) & $i(v122) & $i(v121) & $i(v120) & % 26.51/4.26 | $i(v119) & $i(v118) & $i(v117) & $i(v116) & $i(v115) & $i(v114) & % 26.51/4.26 | $i(v113) & $i(v112) & $i(v111) & $i(v110) & $i(v109) & $i(v108) & % 26.51/4.26 | $i(v107) & $i(v106) & $i(v105) & $i(v104) & $i(v103) & $i(v102) & % 26.51/4.26 | $i(v101) & $i(v100) & $i(v99) & $i(v98) & $i(v97) & $i(v96) & % 26.51/4.26 | $i(v95) & $i(v94) & $i(v93) & $i(v92) & $i(v91) & $i(v90) & $i(v89) % 26.51/4.26 | & $i(v88) & $i(v87) & $i(v86) & $i(v85) & $i(v84) & $i(v83) & % 26.51/4.26 | $i(v82) & $i(v81) & $i(v80) & $i(v79) & $i(v78) & $i(v77) & $i(v76) % 26.51/4.26 | & $i(v75) & $i(v74) & $i(v73) & $i(v72) & $i(v71) & $i(v70) & % 26.51/4.26 | $i(v69) & $i(v68) & $i(v67) & $i(v66) & $i(v65) & $i(v64) & $i(v63) % 26.51/4.26 | & $i(v62) & $i(v61) & $i(v60) & $i(v59) & $i(v58) & $i(v57) & % 26.51/4.26 | $i(v56) & $i(v55) & $i(v54) & $i(v53) & $i(v52) & $i(v51) & $i(v50) % 26.51/4.26 | & $i(v49) & $i(v48) & $i(v47) & $i(v46) & $i(v45) & $i(v44) & % 26.51/4.26 | $i(v43) & $i(v42) & $i(v41) & $i(v40) & $i(v39) & $i(v38) & $i(v37) % 26.51/4.26 | & $i(v36) & $i(v35) & $i(v34) & $i(v33) & $i(v32) & $i(v31) & % 26.51/4.26 | $i(v30) & $i(v29) & $i(v28) & $i(v27) & $i(v26) & $i(v25) & $i(v24) % 26.51/4.26 | & $i(v23) & $i(v22) & $i(v21) & $i(v20) & $i(v19) & $i(v18) & % 26.51/4.26 | $i(v17) & $i(v16) & $i(v15) & $i(v14) & $i(v13) & $i(v12) & $i(v11) % 26.51/4.26 | & $i(v10) & $i(v9) & $i(v8) & $i(v7) & $i(v6) & $i(v5) & $i(v4) & % 26.51/4.26 | $i(v3) & $i(v2) & $i(v1) & $i(v0) & (v13 = e16 | v13 = e15 | v13 = % 26.51/4.26 | e14 | v13 = e13 | v13 = e12 | v13 = e10 | v13 = e11) & (v12 = e16 % 26.51/4.26 | | v12 = e15 | v12 = e14 | v12 = e13 | v12 = e12 | v12 = e10 | v12 % 26.51/4.26 | = e11) & (v11 = e16 | v11 = e15 | v11 = e14 | v11 = e13 | v11 = % 26.51/4.26 | e12 | v11 = e10 | v11 = e11) & (v10 = e16 | v10 = e15 | v10 = e14 % 26.51/4.26 | | v10 = e13 | v10 = e12 | v10 = e10 | v10 = e11) & (v9 = e16 | v9 % 26.51/4.26 | = e15 | v9 = e14 | v9 = e13 | v9 = e12 | v9 = e10 | v9 = e11) & % 26.51/4.26 | (v8 = e16 | v8 = e15 | v8 = e14 | v8 = e13 | v8 = e12 | v8 = e10 | % 26.51/4.26 | v8 = e11) & (v7 = e16 | v7 = e15 | v7 = e14 | v7 = e13 | v7 = e12 % 26.51/4.26 | | v7 = e10 | v7 = e11) & (v6 = e26 | v6 = e25 | v6 = e24 | v6 = % 26.51/4.26 | e23 | v6 = e22 | v6 = e20 | v6 = e21) & (v5 = e26 | v5 = e25 | v5 % 26.51/4.26 | = e24 | v5 = e23 | v5 = e22 | v5 = e20 | v5 = e21) & (v4 = e26 | % 26.51/4.26 | v4 = e25 | v4 = e24 | v4 = e23 | v4 = e22 | v4 = e20 | v4 = e21) & % 26.51/4.26 | (v3 = e26 | v3 = e25 | v3 = e24 | v3 = e23 | v3 = e22 | v3 = e20 | % 26.51/4.26 | v3 = e21) & (v2 = e26 | v2 = e25 | v2 = e24 | v2 = e23 | v2 = e22 % 26.51/4.26 | | v2 = e20 | v2 = e21) & (v1 = e26 | v1 = e25 | v1 = e24 | v1 = % 26.51/4.26 | e23 | v1 = e22 | v1 = e20 | v1 = e21) & (v0 = e26 | v0 = e25 | v0 % 26.51/4.26 | = e24 | v0 = e23 | v0 = e22 | v0 = e20 | v0 = e21)) % 26.51/4.26 | % 26.51/4.26 | ALPHA: (function-axioms) implies: % 26.51/4.26 | (48) ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : (v1 = v0 | ~ (j(v2) = v1) | % 26.51/4.26 | ~ (j(v2) = v0)) % 26.51/4.26 | (49) ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : ! [v3: $i] : (v1 = v0 | ~ % 26.51/4.26 | (op1(v3, v2) = v1) | ~ (op1(v3, v2) = v0)) % 26.51/4.26 | (50) ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : ! [v3: $i] : (v1 = v0 | ~ % 26.51/4.26 | (op2(v3, v2) = v1) | ~ (op2(v3, v2) = v0)) % 26.51/4.26 | % 26.51/4.26 | DELTA: instantiating (47) with fresh symbols all_4_0, all_4_1, all_4_2, % 26.51/4.26 | all_4_3, all_4_4, all_4_5, all_4_6, all_4_7, all_4_8, all_4_9, % 26.51/4.26 | all_4_10, all_4_11, all_4_12, all_4_13, all_4_14, all_4_15, all_4_16, % 26.51/4.26 | all_4_17, all_4_18, all_4_19, all_4_20, all_4_21, all_4_22, all_4_23, % 26.51/4.26 | all_4_24, all_4_25, all_4_26, all_4_27, all_4_28, all_4_29, all_4_30, % 26.51/4.26 | all_4_31, all_4_32, all_4_33, all_4_34, all_4_35, all_4_36, all_4_37, % 26.51/4.26 | all_4_38, all_4_39, all_4_40, all_4_41, all_4_42, all_4_43, all_4_44, % 26.51/4.26 | all_4_45, all_4_46, all_4_47, all_4_48, all_4_49, all_4_50, all_4_51, % 26.51/4.26 | all_4_52, all_4_53, all_4_54, all_4_55, all_4_56, all_4_57, all_4_58, % 26.51/4.26 | all_4_59, all_4_60, all_4_61, all_4_62, all_4_63, all_4_64, all_4_65, % 26.51/4.26 | all_4_66, all_4_67, all_4_68, all_4_69, all_4_70, all_4_71, all_4_72, % 26.51/4.26 | all_4_73, all_4_74, all_4_75, all_4_76, all_4_77, all_4_78, all_4_79, % 26.51/4.26 | all_4_80, all_4_81, all_4_82, all_4_83, all_4_84, all_4_85, all_4_86, % 26.51/4.26 | all_4_87, all_4_88, all_4_89, all_4_90, all_4_91, all_4_92, all_4_93, % 26.51/4.26 | all_4_94, all_4_95, all_4_96, all_4_97, all_4_98, all_4_99, all_4_100, % 26.51/4.26 | all_4_101, all_4_102, all_4_103, all_4_104, all_4_105, all_4_106, % 26.51/4.26 | all_4_107, all_4_108, all_4_109, all_4_110, all_4_111, all_4_112, % 26.51/4.26 | all_4_113, all_4_114, all_4_115, all_4_116, all_4_117, all_4_118, % 26.51/4.26 | all_4_119, all_4_120, all_4_121, all_4_122, all_4_123, all_4_124, % 26.51/4.26 | all_4_125, all_4_126, all_4_127, all_4_128, all_4_129, all_4_130, % 26.51/4.26 | all_4_131, all_4_132, all_4_133, all_4_134, all_4_135, all_4_136, % 26.51/4.26 | all_4_137, all_4_138, all_4_139, all_4_140, all_4_141, all_4_142, % 26.51/4.26 | all_4_143, all_4_144, all_4_145, all_4_146, all_4_147, all_4_148, % 26.51/4.26 | all_4_149, all_4_150, all_4_151, all_4_152, all_4_153, all_4_154, % 26.51/4.26 | all_4_155, all_4_156, all_4_157, all_4_158, all_4_159, all_4_160, % 26.51/4.26 | all_4_161, all_4_162, all_4_163, all_4_164, all_4_165, all_4_166, % 26.51/4.26 | all_4_167, all_4_168, all_4_169, all_4_170, all_4_171, all_4_172, % 26.51/4.26 | all_4_173, all_4_174, all_4_175, all_4_176, all_4_177, all_4_178, % 26.51/4.26 | all_4_179, all_4_180, all_4_181, all_4_182, all_4_183, all_4_184, % 26.51/4.26 | all_4_185, all_4_186, all_4_187, all_4_188, all_4_189, all_4_190, % 26.51/4.26 | all_4_191, all_4_192, all_4_193, all_4_194, all_4_195, all_4_196, % 26.51/4.26 | all_4_197, all_4_198, all_4_199, all_4_200, all_4_201, all_4_202, % 26.51/4.26 | all_4_203, all_4_204, all_4_205, all_4_206, all_4_207, all_4_208, % 26.51/4.26 | all_4_209 gives: % 26.51/4.27 | (51) h(all_4_99) = all_4_98 & h(all_4_101) = all_4_100 & h(all_4_103) = % 26.51/4.27 | all_4_102 & h(all_4_105) = all_4_104 & h(all_4_107) = all_4_106 & % 26.51/4.27 | h(all_4_109) = all_4_108 & h(all_4_111) = all_4_110 & h(all_4_113) = % 26.51/4.27 | all_4_112 & h(all_4_115) = all_4_114 & h(all_4_117) = all_4_116 & % 26.51/4.27 | h(all_4_119) = all_4_118 & h(all_4_121) = all_4_120 & h(all_4_123) = % 26.51/4.27 | all_4_122 & h(all_4_125) = all_4_124 & h(all_4_127) = all_4_126 & % 26.51/4.27 | h(all_4_129) = all_4_128 & h(all_4_131) = all_4_130 & h(all_4_133) = % 26.51/4.27 | all_4_132 & h(all_4_135) = all_4_134 & h(all_4_137) = all_4_136 & % 26.51/4.27 | h(all_4_139) = all_4_138 & h(all_4_141) = all_4_140 & h(all_4_143) = % 26.51/4.27 | all_4_142 & h(all_4_145) = all_4_144 & h(all_4_147) = all_4_146 & % 26.51/4.27 | h(all_4_149) = all_4_148 & h(all_4_151) = all_4_150 & h(all_4_153) = % 26.51/4.27 | all_4_152 & h(all_4_155) = all_4_154 & h(all_4_157) = all_4_156 & % 26.51/4.27 | h(all_4_159) = all_4_158 & h(all_4_161) = all_4_160 & h(all_4_163) = % 26.51/4.27 | all_4_162 & h(all_4_165) = all_4_164 & h(all_4_167) = all_4_166 & % 26.51/4.27 | h(all_4_169) = all_4_168 & h(all_4_171) = all_4_170 & h(all_4_173) = % 26.51/4.27 | all_4_172 & h(all_4_175) = all_4_174 & h(all_4_177) = all_4_176 & % 26.51/4.27 | h(all_4_179) = all_4_178 & h(all_4_181) = all_4_180 & h(all_4_183) = % 26.51/4.27 | all_4_182 & h(all_4_185) = all_4_184 & h(all_4_187) = all_4_186 & % 26.51/4.27 | h(all_4_189) = all_4_188 & h(all_4_191) = all_4_190 & h(all_4_193) = % 26.51/4.27 | all_4_192 & h(all_4_195) = all_4_194 & h(all_4_196) = e26 & % 26.51/4.27 | h(all_4_197) = e25 & h(all_4_198) = e24 & h(all_4_199) = e23 & % 26.51/4.27 | h(all_4_200) = e22 & h(all_4_201) = e21 & h(all_4_202) = e20 & h(e16) % 26.51/4.27 | = all_4_203 & h(e15) = all_4_204 & h(e14) = all_4_205 & h(e13) = % 26.51/4.27 | all_4_206 & h(e12) = all_4_207 & h(e10) = all_4_209 & h(e11) = % 26.51/4.27 | all_4_208 & j(all_4_1) = all_4_0 & j(all_4_3) = all_4_2 & j(all_4_5) = % 26.51/4.27 | all_4_4 & j(all_4_7) = all_4_6 & j(all_4_9) = all_4_8 & j(all_4_11) = % 26.51/4.27 | all_4_10 & j(all_4_13) = all_4_12 & j(all_4_15) = all_4_14 & % 26.51/4.27 | j(all_4_17) = all_4_16 & j(all_4_19) = all_4_18 & j(all_4_21) = % 26.51/4.27 | all_4_20 & j(all_4_23) = all_4_22 & j(all_4_25) = all_4_24 & % 26.51/4.27 | j(all_4_27) = all_4_26 & j(all_4_29) = all_4_28 & j(all_4_31) = % 26.51/4.27 | all_4_30 & j(all_4_33) = all_4_32 & j(all_4_35) = all_4_34 & % 26.51/4.27 | j(all_4_37) = all_4_36 & j(all_4_39) = all_4_38 & j(all_4_41) = % 26.51/4.27 | all_4_40 & j(all_4_43) = all_4_42 & j(all_4_45) = all_4_44 & % 26.51/4.27 | j(all_4_47) = all_4_46 & j(all_4_49) = all_4_48 & j(all_4_51) = % 26.51/4.27 | all_4_50 & j(all_4_53) = all_4_52 & j(all_4_55) = all_4_54 & % 26.51/4.27 | j(all_4_57) = all_4_56 & j(all_4_59) = all_4_58 & j(all_4_61) = % 26.51/4.27 | all_4_60 & j(all_4_63) = all_4_62 & j(all_4_65) = all_4_64 & % 26.51/4.27 | j(all_4_67) = all_4_66 & j(all_4_69) = all_4_68 & j(all_4_71) = % 26.51/4.27 | all_4_70 & j(all_4_73) = all_4_72 & j(all_4_75) = all_4_74 & % 26.51/4.27 | j(all_4_77) = all_4_76 & j(all_4_79) = all_4_78 & j(all_4_81) = % 26.51/4.27 | all_4_80 & j(all_4_83) = all_4_82 & j(all_4_85) = all_4_84 & % 26.51/4.27 | j(all_4_87) = all_4_86 & j(all_4_89) = all_4_88 & j(all_4_91) = % 26.51/4.27 | all_4_90 & j(all_4_93) = all_4_92 & j(all_4_95) = all_4_94 & % 26.51/4.27 | j(all_4_97) = all_4_96 & j(all_4_203) = e16 & j(all_4_204) = e15 & % 26.51/4.27 | j(all_4_205) = e14 & j(all_4_206) = e13 & j(all_4_207) = e12 & % 26.51/4.27 | j(all_4_208) = e11 & j(all_4_209) = e10 & j(e26) = all_4_196 & j(e25) % 26.51/4.27 | = all_4_197 & j(e24) = all_4_198 & j(e23) = all_4_199 & j(e22) = % 26.51/4.27 | all_4_200 & j(e20) = all_4_202 & j(e21) = all_4_201 & op2(all_4_203, % 26.51/4.27 | all_4_203) = all_4_98 & op2(all_4_203, all_4_204) = all_4_100 & % 26.51/4.27 | op2(all_4_203, all_4_205) = all_4_102 & op2(all_4_203, all_4_206) = % 26.51/4.27 | all_4_104 & op2(all_4_203, all_4_207) = all_4_106 & op2(all_4_203, % 26.51/4.27 | all_4_208) = all_4_108 & op2(all_4_203, all_4_209) = all_4_110 & % 26.51/4.27 | op2(all_4_204, all_4_203) = all_4_112 & op2(all_4_204, all_4_204) = % 26.51/4.27 | all_4_114 & op2(all_4_204, all_4_205) = all_4_116 & op2(all_4_204, % 26.51/4.27 | all_4_206) = all_4_118 & op2(all_4_204, all_4_207) = all_4_120 & % 26.51/4.27 | op2(all_4_204, all_4_208) = all_4_122 & op2(all_4_204, all_4_209) = % 26.51/4.27 | all_4_124 & op2(all_4_205, all_4_203) = all_4_126 & op2(all_4_205, % 26.51/4.27 | all_4_204) = all_4_128 & op2(all_4_205, all_4_205) = all_4_130 & % 26.51/4.27 | op2(all_4_205, all_4_206) = all_4_132 & op2(all_4_205, all_4_207) = % 26.51/4.27 | all_4_134 & op2(all_4_205, all_4_208) = all_4_136 & op2(all_4_205, % 26.51/4.27 | all_4_209) = all_4_138 & op2(all_4_206, all_4_203) = all_4_140 & % 26.51/4.27 | op2(all_4_206, all_4_204) = all_4_142 & op2(all_4_206, all_4_205) = % 26.51/4.27 | all_4_144 & op2(all_4_206, all_4_206) = all_4_146 & op2(all_4_206, % 26.51/4.27 | all_4_207) = all_4_148 & op2(all_4_206, all_4_208) = all_4_150 & % 26.51/4.27 | op2(all_4_206, all_4_209) = all_4_152 & op2(all_4_207, all_4_203) = % 26.51/4.27 | all_4_154 & op2(all_4_207, all_4_204) = all_4_156 & op2(all_4_207, % 26.51/4.27 | all_4_205) = all_4_158 & op2(all_4_207, all_4_206) = all_4_160 & % 26.51/4.27 | op2(all_4_207, all_4_207) = all_4_162 & op2(all_4_207, all_4_208) = % 26.51/4.27 | all_4_164 & op2(all_4_207, all_4_209) = all_4_166 & op2(all_4_208, % 26.51/4.27 | all_4_203) = all_4_168 & op2(all_4_208, all_4_204) = all_4_170 & % 26.51/4.27 | op2(all_4_208, all_4_205) = all_4_172 & op2(all_4_208, all_4_206) = % 26.51/4.27 | all_4_174 & op2(all_4_208, all_4_207) = all_4_176 & op2(all_4_208, % 26.51/4.27 | all_4_208) = all_4_178 & op2(all_4_208, all_4_209) = all_4_180 & % 26.51/4.27 | op2(all_4_209, all_4_203) = all_4_182 & op2(all_4_209, all_4_204) = % 26.51/4.27 | all_4_184 & op2(all_4_209, all_4_205) = all_4_186 & op2(all_4_209, % 26.51/4.27 | all_4_206) = all_4_188 & op2(all_4_209, all_4_207) = all_4_190 & % 26.51/4.27 | op2(all_4_209, all_4_208) = all_4_192 & op2(all_4_209, all_4_209) = % 26.51/4.27 | all_4_194 & op2(e26, e26) = all_4_1 & op2(e26, e25) = all_4_3 & % 26.51/4.27 | op2(e26, e24) = all_4_5 & op2(e26, e23) = all_4_7 & op2(e26, e22) = % 26.51/4.27 | all_4_9 & op2(e26, e20) = all_4_13 & op2(e26, e21) = all_4_11 & % 26.51/4.27 | op2(e25, e26) = all_4_15 & op2(e25, e25) = all_4_17 & op2(e25, e24) = % 26.51/4.27 | all_4_19 & op2(e25, e23) = all_4_21 & op2(e25, e22) = all_4_23 & % 26.51/4.27 | op2(e25, e20) = all_4_27 & op2(e25, e21) = all_4_25 & op2(e24, e26) = % 26.51/4.27 | all_4_29 & op2(e24, e25) = all_4_31 & op2(e24, e24) = all_4_33 & % 26.51/4.27 | op2(e24, e23) = all_4_35 & op2(e24, e22) = all_4_37 & op2(e24, e20) = % 26.51/4.27 | all_4_41 & op2(e24, e21) = all_4_39 & op2(e23, e26) = all_4_43 & % 26.51/4.27 | op2(e23, e25) = all_4_45 & op2(e23, e24) = all_4_47 & op2(e23, e23) = % 26.51/4.27 | all_4_49 & op2(e23, e22) = all_4_51 & op2(e23, e20) = all_4_55 & % 26.51/4.27 | op2(e23, e21) = all_4_53 & op2(e22, e26) = all_4_57 & op2(e22, e25) = % 26.51/4.27 | all_4_59 & op2(e22, e24) = all_4_61 & op2(e22, e23) = all_4_63 & % 26.51/4.27 | op2(e22, e22) = all_4_65 & op2(e22, e20) = all_4_69 & op2(e22, e21) = % 26.51/4.27 | all_4_67 & op2(e20, e26) = all_4_85 & op2(e20, e25) = all_4_87 & % 26.51/4.27 | op2(e20, e24) = all_4_89 & op2(e20, e23) = all_4_91 & op2(e20, e22) = % 26.51/4.27 | all_4_93 & op2(e20, e20) = all_4_97 & op2(e20, e21) = all_4_95 & % 26.51/4.27 | op2(e21, e26) = all_4_71 & op2(e21, e25) = all_4_73 & op2(e21, e24) = % 26.51/4.27 | all_4_75 & op2(e21, e23) = all_4_77 & op2(e21, e22) = all_4_79 & % 26.51/4.27 | op2(e21, e20) = all_4_83 & op2(e21, e21) = all_4_81 & op1(all_4_196, % 26.51/4.27 | all_4_196) = all_4_0 & op1(all_4_196, all_4_197) = all_4_2 & % 26.51/4.27 | op1(all_4_196, all_4_198) = all_4_4 & op1(all_4_196, all_4_199) = % 26.51/4.27 | all_4_6 & op1(all_4_196, all_4_200) = all_4_8 & op1(all_4_196, % 26.51/4.27 | all_4_201) = all_4_10 & op1(all_4_196, all_4_202) = all_4_12 & % 26.51/4.27 | op1(all_4_197, all_4_196) = all_4_14 & op1(all_4_197, all_4_197) = % 26.51/4.27 | all_4_16 & op1(all_4_197, all_4_198) = all_4_18 & op1(all_4_197, % 26.51/4.27 | all_4_199) = all_4_20 & op1(all_4_197, all_4_200) = all_4_22 & % 26.51/4.27 | op1(all_4_197, all_4_201) = all_4_24 & op1(all_4_197, all_4_202) = % 26.51/4.27 | all_4_26 & op1(all_4_198, all_4_196) = all_4_28 & op1(all_4_198, % 26.51/4.27 | all_4_197) = all_4_30 & op1(all_4_198, all_4_198) = all_4_32 & % 26.51/4.27 | op1(all_4_198, all_4_199) = all_4_34 & op1(all_4_198, all_4_200) = % 26.51/4.27 | all_4_36 & op1(all_4_198, all_4_201) = all_4_38 & op1(all_4_198, % 26.51/4.27 | all_4_202) = all_4_40 & op1(all_4_199, all_4_196) = all_4_42 & % 26.51/4.27 | op1(all_4_199, all_4_197) = all_4_44 & op1(all_4_199, all_4_198) = % 26.51/4.27 | all_4_46 & op1(all_4_199, all_4_199) = all_4_48 & op1(all_4_199, % 26.51/4.27 | all_4_200) = all_4_50 & op1(all_4_199, all_4_201) = all_4_52 & % 26.51/4.27 | op1(all_4_199, all_4_202) = all_4_54 & op1(all_4_200, all_4_196) = % 26.51/4.27 | all_4_56 & op1(all_4_200, all_4_197) = all_4_58 & op1(all_4_200, % 26.51/4.27 | all_4_198) = all_4_60 & op1(all_4_200, all_4_199) = all_4_62 & % 26.51/4.27 | op1(all_4_200, all_4_200) = all_4_64 & op1(all_4_200, all_4_201) = % 26.51/4.27 | all_4_66 & op1(all_4_200, all_4_202) = all_4_68 & op1(all_4_201, % 26.51/4.27 | all_4_196) = all_4_70 & op1(all_4_201, all_4_197) = all_4_72 & % 26.51/4.27 | op1(all_4_201, all_4_198) = all_4_74 & op1(all_4_201, all_4_199) = % 26.51/4.27 | all_4_76 & op1(all_4_201, all_4_200) = all_4_78 & op1(all_4_201, % 26.51/4.27 | all_4_201) = all_4_80 & op1(all_4_201, all_4_202) = all_4_82 & % 26.51/4.27 | op1(all_4_202, all_4_196) = all_4_84 & op1(all_4_202, all_4_197) = % 26.51/4.27 | all_4_86 & op1(all_4_202, all_4_198) = all_4_88 & op1(all_4_202, % 26.51/4.27 | all_4_199) = all_4_90 & op1(all_4_202, all_4_200) = all_4_92 & % 26.51/4.27 | op1(all_4_202, all_4_201) = all_4_94 & op1(all_4_202, all_4_202) = % 26.51/4.27 | all_4_96 & op1(e16, e16) = all_4_99 & op1(e16, e15) = all_4_101 & % 26.51/4.27 | op1(e16, e14) = all_4_103 & op1(e16, e13) = all_4_105 & op1(e16, e12) % 26.51/4.27 | = all_4_107 & op1(e16, e10) = all_4_111 & op1(e16, e11) = all_4_109 & % 26.51/4.27 | op1(e15, e16) = all_4_113 & op1(e15, e15) = all_4_115 & op1(e15, e14) % 26.51/4.27 | = all_4_117 & op1(e15, e13) = all_4_119 & op1(e15, e12) = all_4_121 & % 26.51/4.27 | op1(e15, e10) = all_4_125 & op1(e15, e11) = all_4_123 & op1(e14, e16) % 26.51/4.27 | = all_4_127 & op1(e14, e15) = all_4_129 & op1(e14, e14) = all_4_131 & % 26.51/4.27 | op1(e14, e13) = all_4_133 & op1(e14, e12) = all_4_135 & op1(e14, e10) % 26.51/4.27 | = all_4_139 & op1(e14, e11) = all_4_137 & op1(e13, e16) = all_4_141 & % 26.51/4.27 | op1(e13, e15) = all_4_143 & op1(e13, e14) = all_4_145 & op1(e13, e13) % 26.51/4.27 | = all_4_147 & op1(e13, e12) = all_4_149 & op1(e13, e10) = all_4_153 & % 26.51/4.27 | op1(e13, e11) = all_4_151 & op1(e12, e16) = all_4_155 & op1(e12, e15) % 26.51/4.27 | = all_4_157 & op1(e12, e14) = all_4_159 & op1(e12, e13) = all_4_161 & % 26.51/4.27 | op1(e12, e12) = all_4_163 & op1(e12, e10) = all_4_167 & op1(e12, e11) % 26.51/4.27 | = all_4_165 & op1(e10, e16) = all_4_183 & op1(e10, e15) = all_4_185 & % 26.51/4.27 | op1(e10, e14) = all_4_187 & op1(e10, e13) = all_4_189 & op1(e10, e12) % 26.51/4.27 | = all_4_191 & op1(e10, e10) = all_4_195 & op1(e10, e11) = all_4_193 & % 26.51/4.27 | op1(e11, e16) = all_4_169 & op1(e11, e15) = all_4_171 & op1(e11, e14) % 26.51/4.27 | = all_4_173 & op1(e11, e13) = all_4_175 & op1(e11, e12) = all_4_177 & % 26.51/4.27 | op1(e11, e10) = all_4_181 & op1(e11, e11) = all_4_179 & $i(all_4_0) & % 26.51/4.27 | $i(all_4_1) & $i(all_4_2) & $i(all_4_3) & $i(all_4_4) & $i(all_4_5) & % 26.51/4.27 | $i(all_4_6) & $i(all_4_7) & $i(all_4_8) & $i(all_4_9) & $i(all_4_10) & % 26.51/4.27 | $i(all_4_11) & $i(all_4_12) & $i(all_4_13) & $i(all_4_14) & % 26.51/4.27 | $i(all_4_15) & $i(all_4_16) & $i(all_4_17) & $i(all_4_18) & % 26.51/4.27 | $i(all_4_19) & $i(all_4_20) & $i(all_4_21) & $i(all_4_22) & % 26.51/4.27 | $i(all_4_23) & $i(all_4_24) & $i(all_4_25) & $i(all_4_26) & % 26.51/4.27 | $i(all_4_27) & $i(all_4_28) & $i(all_4_29) & $i(all_4_30) & % 26.51/4.27 | $i(all_4_31) & $i(all_4_32) & $i(all_4_33) & $i(all_4_34) & % 26.51/4.27 | $i(all_4_35) & $i(all_4_36) & $i(all_4_37) & $i(all_4_38) & % 26.51/4.27 | $i(all_4_39) & $i(all_4_40) & $i(all_4_41) & $i(all_4_42) & % 26.51/4.27 | $i(all_4_43) & $i(all_4_44) & $i(all_4_45) & $i(all_4_46) & % 26.51/4.27 | $i(all_4_47) & $i(all_4_48) & $i(all_4_49) & $i(all_4_50) & % 26.51/4.27 | $i(all_4_51) & $i(all_4_52) & $i(all_4_53) & $i(all_4_54) & % 26.51/4.27 | $i(all_4_55) & $i(all_4_56) & $i(all_4_57) & $i(all_4_58) & % 26.51/4.27 | $i(all_4_59) & $i(all_4_60) & $i(all_4_61) & $i(all_4_62) & % 26.51/4.27 | $i(all_4_63) & $i(all_4_64) & $i(all_4_65) & $i(all_4_66) & % 26.51/4.27 | $i(all_4_67) & $i(all_4_68) & $i(all_4_69) & $i(all_4_70) & % 26.51/4.27 | $i(all_4_71) & $i(all_4_72) & $i(all_4_73) & $i(all_4_74) & % 26.51/4.27 | $i(all_4_75) & $i(all_4_76) & $i(all_4_77) & $i(all_4_78) & % 26.51/4.27 | $i(all_4_79) & $i(all_4_80) & $i(all_4_81) & $i(all_4_82) & % 26.51/4.27 | $i(all_4_83) & $i(all_4_84) & $i(all_4_85) & $i(all_4_86) & % 26.51/4.27 | $i(all_4_87) & $i(all_4_88) & $i(all_4_89) & $i(all_4_90) & % 26.51/4.27 | $i(all_4_91) & $i(all_4_92) & $i(all_4_93) & $i(all_4_94) & % 26.51/4.27 | $i(all_4_95) & $i(all_4_96) & $i(all_4_97) & $i(all_4_98) & % 26.51/4.27 | $i(all_4_99) & $i(all_4_100) & $i(all_4_101) & $i(all_4_102) & % 26.51/4.27 | $i(all_4_103) & $i(all_4_104) & $i(all_4_105) & $i(all_4_106) & % 26.51/4.27 | $i(all_4_107) & $i(all_4_108) & $i(all_4_109) & $i(all_4_110) & % 26.51/4.27 | $i(all_4_111) & $i(all_4_112) & $i(all_4_113) & $i(all_4_114) & % 26.51/4.27 | $i(all_4_115) & $i(all_4_116) & $i(all_4_117) & $i(all_4_118) & % 26.51/4.27 | $i(all_4_119) & $i(all_4_120) & $i(all_4_121) & $i(all_4_122) & % 26.51/4.27 | $i(all_4_123) & $i(all_4_124) & $i(all_4_125) & $i(all_4_126) & % 26.51/4.27 | $i(all_4_127) & $i(all_4_128) & $i(all_4_129) & $i(all_4_130) & % 26.51/4.27 | $i(all_4_131) & $i(all_4_132) & $i(all_4_133) & $i(all_4_134) & % 26.51/4.27 | $i(all_4_135) & $i(all_4_136) & $i(all_4_137) & $i(all_4_138) & % 26.51/4.27 | $i(all_4_139) & $i(all_4_140) & $i(all_4_141) & $i(all_4_142) & % 26.51/4.27 | $i(all_4_143) & $i(all_4_144) & $i(all_4_145) & $i(all_4_146) & % 26.51/4.27 | $i(all_4_147) & $i(all_4_148) & $i(all_4_149) & $i(all_4_150) & % 26.51/4.27 | $i(all_4_151) & $i(all_4_152) & $i(all_4_153) & $i(all_4_154) & % 26.51/4.27 | $i(all_4_155) & $i(all_4_156) & $i(all_4_157) & $i(all_4_158) & % 26.51/4.27 | $i(all_4_159) & $i(all_4_160) & $i(all_4_161) & $i(all_4_162) & % 26.51/4.27 | $i(all_4_163) & $i(all_4_164) & $i(all_4_165) & $i(all_4_166) & % 26.51/4.27 | $i(all_4_167) & $i(all_4_168) & $i(all_4_169) & $i(all_4_170) & % 26.51/4.27 | $i(all_4_171) & $i(all_4_172) & $i(all_4_173) & $i(all_4_174) & % 26.51/4.27 | $i(all_4_175) & $i(all_4_176) & $i(all_4_177) & $i(all_4_178) & % 26.51/4.27 | $i(all_4_179) & $i(all_4_180) & $i(all_4_181) & $i(all_4_182) & % 26.51/4.27 | $i(all_4_183) & $i(all_4_184) & $i(all_4_185) & $i(all_4_186) & % 26.51/4.27 | $i(all_4_187) & $i(all_4_188) & $i(all_4_189) & $i(all_4_190) & % 26.51/4.27 | $i(all_4_191) & $i(all_4_192) & $i(all_4_193) & $i(all_4_194) & % 26.51/4.27 | $i(all_4_195) & $i(all_4_196) & $i(all_4_197) & $i(all_4_198) & % 26.51/4.27 | $i(all_4_199) & $i(all_4_200) & $i(all_4_201) & $i(all_4_202) & % 26.51/4.27 | $i(all_4_203) & $i(all_4_204) & $i(all_4_205) & $i(all_4_206) & % 26.51/4.27 | $i(all_4_207) & $i(all_4_208) & $i(all_4_209) & (all_4_196 = e16 | % 26.51/4.27 | all_4_196 = e15 | all_4_196 = e14 | all_4_196 = e13 | all_4_196 = % 26.51/4.27 | e12 | all_4_196 = e10 | all_4_196 = e11) & (all_4_197 = e16 | % 26.51/4.27 | all_4_197 = e15 | all_4_197 = e14 | all_4_197 = e13 | all_4_197 = % 26.51/4.27 | e12 | all_4_197 = e10 | all_4_197 = e11) & (all_4_198 = e16 | % 26.51/4.27 | all_4_198 = e15 | all_4_198 = e14 | all_4_198 = e13 | all_4_198 = % 26.51/4.27 | e12 | all_4_198 = e10 | all_4_198 = e11) & (all_4_199 = e16 | % 26.51/4.27 | all_4_199 = e15 | all_4_199 = e14 | all_4_199 = e13 | all_4_199 = % 26.51/4.27 | e12 | all_4_199 = e10 | all_4_199 = e11) & (all_4_200 = e16 | % 26.51/4.27 | all_4_200 = e15 | all_4_200 = e14 | all_4_200 = e13 | all_4_200 = % 26.51/4.27 | e12 | all_4_200 = e10 | all_4_200 = e11) & (all_4_201 = e16 | % 26.51/4.27 | all_4_201 = e15 | all_4_201 = e14 | all_4_201 = e13 | all_4_201 = % 26.51/4.27 | e12 | all_4_201 = e10 | all_4_201 = e11) & (all_4_202 = e16 | % 26.51/4.27 | all_4_202 = e15 | all_4_202 = e14 | all_4_202 = e13 | all_4_202 = % 26.51/4.27 | e12 | all_4_202 = e10 | all_4_202 = e11) & (all_4_203 = e26 | % 26.51/4.27 | all_4_203 = e25 | all_4_203 = e24 | all_4_203 = e23 | all_4_203 = % 26.51/4.27 | e22 | all_4_203 = e20 | all_4_203 = e21) & (all_4_204 = e26 | % 26.51/4.27 | all_4_204 = e25 | all_4_204 = e24 | all_4_204 = e23 | all_4_204 = % 26.51/4.27 | e22 | all_4_204 = e20 | all_4_204 = e21) & (all_4_205 = e26 | % 26.51/4.27 | all_4_205 = e25 | all_4_205 = e24 | all_4_205 = e23 | all_4_205 = % 26.51/4.27 | e22 | all_4_205 = e20 | all_4_205 = e21) & (all_4_206 = e26 | % 26.51/4.27 | all_4_206 = e25 | all_4_206 = e24 | all_4_206 = e23 | all_4_206 = % 26.51/4.27 | e22 | all_4_206 = e20 | all_4_206 = e21) & (all_4_207 = e26 | % 26.51/4.27 | all_4_207 = e25 | all_4_207 = e24 | all_4_207 = e23 | all_4_207 = % 26.51/4.27 | e22 | all_4_207 = e20 | all_4_207 = e21) & (all_4_208 = e26 | % 26.51/4.27 | all_4_208 = e25 | all_4_208 = e24 | all_4_208 = e23 | all_4_208 = % 26.51/4.27 | e22 | all_4_208 = e20 | all_4_208 = e21) & (all_4_209 = e26 | % 26.51/4.27 | all_4_209 = e25 | all_4_209 = e24 | all_4_209 = e23 | all_4_209 = % 26.51/4.27 | e22 | all_4_209 = e20 | all_4_209 = e21) % 26.51/4.27 | % 26.51/4.27 | ALPHA: (51) implies: % 26.51/4.27 | (52) op1(e11, e11) = all_4_179 % 26.51/4.27 | (53) op1(e10, e10) = all_4_195 % 26.51/4.27 | (54) op1(e12, e12) = all_4_163 % 26.51/4.27 | (55) op1(e13, e13) = all_4_147 % 26.51/4.27 | (56) op1(e14, e14) = all_4_131 % 26.51/4.27 | (57) op1(e15, e13) = all_4_119 % 26.51/4.27 | (58) op1(e15, e15) = all_4_115 % 26.51/4.27 | (59) op1(e16, e10) = all_4_111 % 26.51/4.27 | (60) op1(e16, e16) = all_4_99 % 26.51/4.27 | (61) op1(all_4_202, all_4_202) = all_4_96 % 26.51/4.28 | (62) op1(all_4_202, all_4_200) = all_4_92 % 26.51/4.28 | (63) op1(all_4_201, all_4_199) = all_4_76 % 26.51/4.28 | (64) op1(all_4_200, all_4_200) = all_4_64 % 26.51/4.28 | (65) op1(all_4_200, all_4_199) = all_4_62 % 26.51/4.28 | (66) op1(all_4_199, all_4_202) = all_4_54 % 26.51/4.28 | (67) op1(all_4_199, all_4_199) = all_4_48 % 26.51/4.28 | (68) op1(all_4_197, all_4_200) = all_4_22 % 26.51/4.28 | (69) op1(all_4_196, all_4_202) = all_4_12 % 26.51/4.28 | (70) op2(e21, e21) = all_4_81 % 26.51/4.28 | (71) op2(e21, e23) = all_4_77 % 26.51/4.28 | (72) op2(e21, e24) = all_4_75 % 26.51/4.28 | (73) op2(e21, e25) = all_4_73 % 26.51/4.28 | (74) op2(e21, e26) = all_4_71 % 26.51/4.28 | (75) op2(e20, e20) = all_4_97 % 26.51/4.28 | (76) op2(e20, e22) = all_4_93 % 26.51/4.28 | (77) op2(e20, e23) = all_4_91 % 26.51/4.28 | (78) op2(e20, e24) = all_4_89 % 26.51/4.28 | (79) op2(e20, e26) = all_4_85 % 26.51/4.28 | (80) op2(e22, e20) = all_4_69 % 26.51/4.28 | (81) op2(e22, e22) = all_4_65 % 26.51/4.28 | (82) op2(e22, e23) = all_4_63 % 26.51/4.28 | (83) op2(e22, e25) = all_4_59 % 26.51/4.28 | (84) op2(e22, e26) = all_4_57 % 26.51/4.28 | (85) op2(e23, e21) = all_4_53 % 26.51/4.28 | (86) op2(e23, e20) = all_4_55 % 26.51/4.28 | (87) op2(e23, e22) = all_4_51 % 26.51/4.28 | (88) op2(e23, e23) = all_4_49 % 26.51/4.28 | (89) op2(e23, e24) = all_4_47 % 26.51/4.28 | (90) op2(e23, e25) = all_4_45 % 26.51/4.28 | (91) op2(e24, e21) = all_4_39 % 26.51/4.28 | (92) op2(e24, e20) = all_4_41 % 26.51/4.28 | (93) op2(e24, e23) = all_4_35 % 26.51/4.28 | (94) op2(e24, e25) = all_4_31 % 26.51/4.28 | (95) op2(e24, e26) = all_4_29 % 26.51/4.28 | (96) op2(e25, e21) = all_4_25 % 26.51/4.28 | (97) op2(e25, e22) = all_4_23 % 26.51/4.28 | (98) op2(e25, e23) = all_4_21 % 26.51/4.28 | (99) op2(e25, e24) = all_4_19 % 26.51/4.28 | (100) op2(e25, e25) = all_4_17 % 26.51/4.28 | (101) op2(e26, e21) = all_4_11 % 26.51/4.28 | (102) op2(e26, e20) = all_4_13 % 26.51/4.28 | (103) op2(e26, e22) = all_4_9 % 26.51/4.28 | (104) op2(e26, e24) = all_4_5 % 26.51/4.28 | (105) op2(e26, e26) = all_4_1 % 26.51/4.28 | (106) j(e21) = all_4_201 % 26.51/4.28 | (107) j(e20) = all_4_202 % 26.51/4.28 | (108) j(e22) = all_4_200 % 26.51/4.28 | (109) j(e23) = all_4_199 % 26.51/4.28 | (110) j(e25) = all_4_197 % 26.51/4.28 | (111) j(e26) = all_4_196 % 26.51/4.28 | (112) j(all_4_97) = all_4_96 % 26.51/4.28 | (113) j(all_4_93) = all_4_92 % 26.51/4.28 | (114) j(all_4_91) = all_4_90 % 26.51/4.28 | (115) j(all_4_89) = all_4_88 % 26.51/4.28 | (116) j(all_4_85) = all_4_84 % 26.51/4.28 | (117) j(all_4_81) = all_4_80 % 26.51/4.28 | (118) j(all_4_77) = all_4_76 % 26.51/4.28 | (119) j(all_4_75) = all_4_74 % 26.51/4.28 | (120) j(all_4_73) = all_4_72 % 26.51/4.28 | (121) j(all_4_71) = all_4_70 % 26.51/4.28 | (122) j(all_4_69) = all_4_68 % 26.51/4.28 | (123) j(all_4_65) = all_4_64 % 26.51/4.28 | (124) j(all_4_63) = all_4_62 % 26.51/4.28 | (125) j(all_4_59) = all_4_58 % 26.51/4.28 | (126) j(all_4_57) = all_4_56 % 26.51/4.28 | (127) j(all_4_55) = all_4_54 % 26.51/4.28 | (128) j(all_4_53) = all_4_52 % 26.51/4.28 | (129) j(all_4_51) = all_4_50 % 26.51/4.28 | (130) j(all_4_49) = all_4_48 % 26.51/4.28 | (131) j(all_4_47) = all_4_46 % 26.51/4.28 | (132) j(all_4_45) = all_4_44 % 26.51/4.28 | (133) j(all_4_41) = all_4_40 % 26.51/4.28 | (134) j(all_4_39) = all_4_38 % 26.51/4.28 | (135) j(all_4_35) = all_4_34 % 26.51/4.28 | (136) j(all_4_31) = all_4_30 % 26.51/4.28 | (137) j(all_4_29) = all_4_28 % 26.51/4.28 | (138) j(all_4_25) = all_4_24 % 26.51/4.28 | (139) j(all_4_23) = all_4_22 % 26.51/4.28 | (140) j(all_4_21) = all_4_20 % 26.51/4.28 | (141) j(all_4_19) = all_4_18 % 26.51/4.28 | (142) j(all_4_17) = all_4_16 % 26.51/4.28 | (143) j(all_4_13) = all_4_12 % 26.51/4.28 | (144) j(all_4_11) = all_4_10 % 26.51/4.28 | (145) j(all_4_9) = all_4_8 % 26.51/4.28 | (146) j(all_4_5) = all_4_4 % 26.51/4.28 | (147) j(all_4_1) = all_4_0 % 26.51/4.28 | (148) all_4_202 = e16 | all_4_202 = e15 | all_4_202 = e14 | all_4_202 = e13 % 26.51/4.28 | | all_4_202 = e12 | all_4_202 = e10 | all_4_202 = e11 % 26.51/4.28 | (149) all_4_200 = e16 | all_4_200 = e15 | all_4_200 = e14 | all_4_200 = e13 % 26.51/4.28 | | all_4_200 = e12 | all_4_200 = e10 | all_4_200 = e11 % 26.51/4.28 | (150) all_4_199 = e16 | all_4_199 = e15 | all_4_199 = e14 | all_4_199 = e13 % 26.51/4.28 | | all_4_199 = e12 | all_4_199 = e10 | all_4_199 = e11 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e16, all_4_179, e11, e11, simplifying % 26.51/4.28 | with (2), (52) gives: % 26.51/4.28 | (151) all_4_179 = e16 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e13, all_4_195, e10, e10, simplifying % 26.51/4.28 | with (3), (53) gives: % 26.51/4.28 | (152) all_4_195 = e13 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e15, all_4_163, e12, e12, simplifying % 26.51/4.28 | with (4), (54) gives: % 26.51/4.28 | (153) all_4_163 = e15 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e14, all_4_147, e13, e13, simplifying % 26.51/4.28 | with (5), (55) gives: % 26.51/4.28 | (154) all_4_147 = e14 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e12, all_4_131, e14, e14, simplifying % 26.51/4.28 | with (6), (56) gives: % 26.51/4.28 | (155) all_4_131 = e12 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e10, all_4_119, e13, e15, simplifying % 26.51/4.28 | with (7), (57) gives: % 26.51/4.28 | (156) all_4_119 = e10 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e11, all_4_115, e15, e15, simplifying % 26.51/4.28 | with (8), (58) gives: % 26.51/4.28 | (157) all_4_115 = e11 % 26.51/4.28 | % 26.51/4.28 | GROUND_INST: instantiating (49) with e15, all_4_111, e10, e16, simplifying % 26.51/4.28 | with (9), (59) gives: % 26.51/4.28 | (158) all_4_111 = e15 % 26.51/4.28 | % 26.51/4.29 | GROUND_INST: instantiating (49) with e10, all_4_99, e16, e16, simplifying with % 26.51/4.29 | (10), (60) gives: % 26.51/4.29 | (159) all_4_99 = e10 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e26, all_4_81, e21, e21, simplifying with % 26.51/4.29 | (11), (70) gives: % 26.51/4.29 | (160) all_4_81 = e26 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e21, all_4_77, e23, e21, simplifying with % 26.51/4.29 | (12), (71) gives: % 26.51/4.29 | (161) all_4_77 = e21 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e25, all_4_75, e24, e21, simplifying with % 26.51/4.29 | (13), (72) gives: % 26.51/4.29 | (162) all_4_75 = e25 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e22, all_4_73, e25, e21, simplifying with % 26.51/4.29 | (14), (73) gives: % 26.51/4.29 | (163) all_4_73 = e22 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e23, all_4_71, e26, e21, simplifying with % 26.51/4.29 | (15), (74) gives: % 26.51/4.29 | (164) all_4_71 = e23 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e22, all_4_97, e20, e20, simplifying with % 26.51/4.29 | (16), (75) gives: % 26.51/4.29 | (165) all_4_97 = e22 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e21, all_4_93, e22, e20, simplifying with % 26.51/4.29 | (17), (76) gives: % 26.51/4.29 | (166) all_4_93 = e21 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e25, all_4_91, e23, e20, simplifying with % 26.51/4.29 | (18), (77) gives: % 26.51/4.29 | (167) all_4_91 = e25 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e23, all_4_89, e24, e20, simplifying with % 26.51/4.29 | (19), (78) gives: % 26.51/4.29 | (168) all_4_89 = e23 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e26, all_4_85, e26, e20, simplifying with % 26.51/4.29 | (20), (79) gives: % 26.51/4.29 | (169) all_4_85 = e26 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e21, all_4_69, e20, e22, simplifying with % 26.51/4.29 | (21), (80) gives: % 26.51/4.29 | (170) all_4_69 = e21 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e23, all_4_65, e22, e22, simplifying with % 26.51/4.29 | (22), (81) gives: % 26.51/4.29 | (171) all_4_65 = e23 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e26, all_4_63, e23, e22, simplifying with % 26.51/4.29 | (23), (82) gives: % 26.51/4.29 | (172) all_4_63 = e26 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e25, all_4_59, e25, e22, simplifying with % 26.51/4.29 | (24), (83) gives: % 26.51/4.29 | (173) all_4_59 = e25 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e22, all_4_57, e26, e22, simplifying with % 26.51/4.29 | (25), (84) gives: % 26.51/4.29 | (174) all_4_57 = e22 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e21, all_4_53, e21, e23, simplifying with % 26.51/4.29 | (26), (85) gives: % 26.51/4.29 | (175) all_4_53 = e21 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e25, all_4_55, e20, e23, simplifying with % 26.51/4.29 | (27), (86) gives: % 26.51/4.29 | (176) all_4_55 = e25 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e26, all_4_51, e22, e23, simplifying with % 26.51/4.29 | (28), (87) gives: % 26.51/4.29 | (177) all_4_51 = e26 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e20, all_4_49, e23, e23, simplifying with % 26.51/4.29 | (29), (88) gives: % 26.51/4.29 | (178) all_4_49 = e20 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e22, all_4_47, e24, e23, simplifying with % 26.51/4.29 | (30), (89) gives: % 26.51/4.29 | (179) all_4_47 = e22 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e23, all_4_45, e25, e23, simplifying with % 26.51/4.29 | (31), (90) gives: % 26.51/4.29 | (180) all_4_45 = e23 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e25, all_4_39, e21, e24, simplifying with % 26.51/4.29 | (32), (91) gives: % 26.51/4.29 | (181) all_4_39 = e25 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e23, all_4_41, e20, e24, simplifying with % 26.51/4.29 | (33), (92) gives: % 26.51/4.29 | (182) all_4_41 = e23 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e22, all_4_35, e23, e24, simplifying with % 26.51/4.29 | (34), (93) gives: % 26.51/4.29 | (183) all_4_35 = e22 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e26, all_4_31, e25, e24, simplifying with % 26.51/4.29 | (35), (94) gives: % 26.51/4.29 | (184) all_4_31 = e26 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e21, all_4_29, e26, e24, simplifying with % 26.51/4.29 | (36), (95) gives: % 26.51/4.29 | (185) all_4_29 = e21 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e22, all_4_25, e21, e25, simplifying with % 26.51/4.29 | (37), (96) gives: % 26.51/4.29 | (186) all_4_25 = e22 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e25, all_4_23, e22, e25, simplifying with % 26.51/4.29 | (38), (97) gives: % 26.51/4.29 | (187) all_4_23 = e25 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e23, all_4_21, e23, e25, simplifying with % 26.51/4.29 | (39), (98) gives: % 26.51/4.29 | (188) all_4_21 = e23 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e26, all_4_19, e24, e25, simplifying with % 26.51/4.29 | (40), (99) gives: % 26.51/4.29 | (189) all_4_19 = e26 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e21, all_4_17, e25, e25, simplifying with % 26.51/4.29 | (41), (100) gives: % 26.51/4.29 | (190) all_4_17 = e21 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e23, all_4_11, e21, e26, simplifying with % 26.51/4.29 | (42), (101) gives: % 26.51/4.29 | (191) all_4_11 = e23 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e26, all_4_13, e20, e26, simplifying with % 26.51/4.29 | (43), (102) gives: % 26.51/4.29 | (192) all_4_13 = e26 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e22, all_4_9, e22, e26, simplifying with % 26.51/4.29 | (44), (103) gives: % 26.51/4.29 | (193) all_4_9 = e22 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e21, all_4_5, e24, e26, simplifying with % 26.51/4.29 | (45), (104) gives: % 26.51/4.29 | (194) all_4_5 = e21 % 26.51/4.29 | % 26.51/4.29 | GROUND_INST: instantiating (50) with e25, all_4_1, e26, e26, simplifying with % 26.51/4.29 | (46), (105) gives: % 26.51/4.29 | (195) all_4_1 = e25 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (147), (195) imply: % 26.51/4.29 | (196) j(e25) = all_4_0 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (146), (194) imply: % 26.51/4.29 | (197) j(e21) = all_4_4 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (145), (193) imply: % 26.51/4.29 | (198) j(e22) = all_4_8 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (144), (191) imply: % 26.51/4.29 | (199) j(e23) = all_4_10 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (143), (192) imply: % 26.51/4.29 | (200) j(e26) = all_4_12 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (142), (190) imply: % 26.51/4.29 | (201) j(e21) = all_4_16 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (141), (189) imply: % 26.51/4.29 | (202) j(e26) = all_4_18 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (140), (188) imply: % 26.51/4.29 | (203) j(e23) = all_4_20 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (139), (187) imply: % 26.51/4.29 | (204) j(e25) = all_4_22 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (138), (186) imply: % 26.51/4.29 | (205) j(e22) = all_4_24 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (137), (185) imply: % 26.51/4.29 | (206) j(e21) = all_4_28 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (136), (184) imply: % 26.51/4.29 | (207) j(e26) = all_4_30 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (135), (183) imply: % 26.51/4.29 | (208) j(e22) = all_4_34 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (134), (181) imply: % 26.51/4.29 | (209) j(e25) = all_4_38 % 26.51/4.29 | % 26.51/4.29 | REDUCE: (133), (182) imply: % 26.51/4.30 | (210) j(e23) = all_4_40 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (132), (180) imply: % 26.51/4.30 | (211) j(e23) = all_4_44 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (131), (179) imply: % 26.51/4.30 | (212) j(e22) = all_4_46 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (130), (178) imply: % 26.51/4.30 | (213) j(e20) = all_4_48 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (129), (177) imply: % 26.51/4.30 | (214) j(e26) = all_4_50 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (128), (175) imply: % 26.51/4.30 | (215) j(e21) = all_4_52 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (127), (176) imply: % 26.51/4.30 | (216) j(e25) = all_4_54 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (126), (174) imply: % 26.51/4.30 | (217) j(e22) = all_4_56 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (125), (173) imply: % 26.51/4.30 | (218) j(e25) = all_4_58 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (124), (172) imply: % 26.51/4.30 | (219) j(e26) = all_4_62 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (123), (171) imply: % 26.51/4.30 | (220) j(e23) = all_4_64 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (122), (170) imply: % 26.51/4.30 | (221) j(e21) = all_4_68 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (121), (164) imply: % 26.51/4.30 | (222) j(e23) = all_4_70 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (120), (163) imply: % 26.51/4.30 | (223) j(e22) = all_4_72 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (119), (162) imply: % 26.51/4.30 | (224) j(e25) = all_4_74 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (118), (161) imply: % 26.51/4.30 | (225) j(e21) = all_4_76 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (117), (160) imply: % 26.51/4.30 | (226) j(e26) = all_4_80 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (116), (169) imply: % 26.51/4.30 | (227) j(e26) = all_4_84 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (115), (168) imply: % 26.51/4.30 | (228) j(e23) = all_4_88 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (114), (167) imply: % 26.51/4.30 | (229) j(e25) = all_4_90 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (113), (166) imply: % 26.51/4.30 | (230) j(e21) = all_4_92 % 26.51/4.30 | % 26.51/4.30 | REDUCE: (112), (165) imply: % 26.51/4.30 | (231) j(e22) = all_4_96 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_76, all_4_68, e21, simplifying with % 26.51/4.30 | (221), (225) gives: % 26.51/4.30 | (232) all_4_68 = all_4_76 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_68, all_4_52, e21, simplifying with % 26.51/4.30 | (215), (221) gives: % 26.51/4.30 | (233) all_4_52 = all_4_68 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_76, all_4_28, e21, simplifying with % 26.51/4.30 | (206), (225) gives: % 26.51/4.30 | (234) all_4_28 = all_4_76 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_201, all_4_16, e21, simplifying % 26.51/4.30 | with (106), (201) gives: % 26.51/4.30 | (235) all_4_16 = all_4_201 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_52, all_4_16, e21, simplifying with % 26.51/4.30 | (201), (215) gives: % 26.51/4.30 | (236) all_4_16 = all_4_52 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_28, all_4_4, e21, simplifying with % 26.51/4.30 | (197), (206) gives: % 26.51/4.30 | (237) all_4_4 = all_4_28 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_92, all_4_4, e21, simplifying with % 26.51/4.30 | (197), (230) gives: % 26.51/4.30 | (238) all_4_4 = all_4_92 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_202, all_4_48, e20, simplifying % 26.51/4.30 | with (107), (213) gives: % 26.51/4.30 | (239) all_4_48 = all_4_202 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_200, all_4_46, e22, simplifying % 26.51/4.30 | with (108), (212) gives: % 26.51/4.30 | (240) all_4_46 = all_4_200 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_96, all_4_46, e22, simplifying with % 26.51/4.30 | (212), (231) gives: % 26.51/4.30 | (241) all_4_46 = all_4_96 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_46, all_4_24, e22, simplifying with % 26.51/4.30 | (205), (212) gives: % 26.51/4.30 | (242) all_4_24 = all_4_46 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_72, all_4_24, e22, simplifying with % 26.51/4.30 | (205), (223) gives: % 26.51/4.30 | (243) all_4_24 = all_4_72 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_34, all_4_8, e22, simplifying with % 26.51/4.30 | (198), (208) gives: % 26.51/4.30 | (244) all_4_8 = all_4_34 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_46, all_4_8, e22, simplifying with % 26.51/4.30 | (198), (212) gives: % 26.51/4.30 | (245) all_4_8 = all_4_46 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_56, all_4_8, e22, simplifying with % 26.51/4.30 | (198), (217) gives: % 26.51/4.30 | (246) all_4_8 = all_4_56 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_44, all_4_40, e23, simplifying with % 26.51/4.30 | (210), (211) gives: % 26.51/4.30 | (247) all_4_40 = all_4_44 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_64, all_4_40, e23, simplifying with % 26.51/4.30 | (210), (220) gives: % 26.51/4.30 | (248) all_4_40 = all_4_64 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_70, all_4_40, e23, simplifying with % 26.51/4.30 | (210), (222) gives: % 26.51/4.30 | (249) all_4_40 = all_4_70 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_40, all_4_20, e23, simplifying with % 26.51/4.30 | (203), (210) gives: % 26.51/4.30 | (250) all_4_20 = all_4_40 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_88, all_4_20, e23, simplifying with % 26.51/4.30 | (203), (228) gives: % 26.51/4.30 | (251) all_4_20 = all_4_88 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_199, all_4_10, e23, simplifying % 26.51/4.30 | with (109), (199) gives: % 26.51/4.30 | (252) all_4_10 = all_4_199 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_70, all_4_10, e23, simplifying with % 26.51/4.30 | (199), (222) gives: % 26.51/4.30 | (253) all_4_10 = all_4_70 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_197, all_4_74, e25, simplifying % 26.51/4.30 | with (110), (224) gives: % 26.51/4.30 | (254) all_4_74 = all_4_197 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_58, all_4_54, e25, simplifying with % 26.51/4.30 | (216), (218) gives: % 26.51/4.30 | (255) all_4_54 = all_4_58 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_74, all_4_54, e25, simplifying with % 26.51/4.30 | (216), (224) gives: % 26.51/4.30 | (256) all_4_54 = all_4_74 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_54, all_4_38, e25, simplifying with % 26.51/4.30 | (209), (216) gives: % 26.51/4.30 | (257) all_4_38 = all_4_54 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_38, all_4_22, e25, simplifying with % 26.51/4.30 | (204), (209) gives: % 26.51/4.30 | (258) all_4_22 = all_4_38 % 26.51/4.30 | % 26.51/4.30 | GROUND_INST: instantiating (48) with all_4_22, all_4_0, e25, simplifying with % 26.51/4.30 | (196), (204) gives: % 26.51/4.30 | (259) all_4_0 = all_4_22 % 26.51/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_90, all_4_0, e25, simplifying with % 26.77/4.30 | (196), (229) gives: % 26.77/4.30 | (260) all_4_0 = all_4_90 % 26.77/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_84, all_4_30, e26, simplifying with % 26.77/4.30 | (207), (227) gives: % 26.77/4.30 | (261) all_4_30 = all_4_84 % 26.77/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_30, all_4_18, e26, simplifying with % 26.77/4.30 | (202), (207) gives: % 26.77/4.30 | (262) all_4_18 = all_4_30 % 26.77/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_50, all_4_18, e26, simplifying with % 26.77/4.30 | (202), (214) gives: % 26.77/4.30 | (263) all_4_18 = all_4_50 % 26.77/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_62, all_4_18, e26, simplifying with % 26.77/4.30 | (202), (219) gives: % 26.77/4.30 | (264) all_4_18 = all_4_62 % 26.77/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_80, all_4_18, e26, simplifying with % 26.77/4.30 | (202), (226) gives: % 26.77/4.30 | (265) all_4_18 = all_4_80 % 26.77/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_196, all_4_12, e26, simplifying % 26.77/4.30 | with (111), (200) gives: % 26.77/4.30 | (266) all_4_12 = all_4_196 % 26.77/4.30 | % 26.77/4.30 | GROUND_INST: instantiating (48) with all_4_80, all_4_12, e26, simplifying with % 26.77/4.30 | (200), (226) gives: % 26.77/4.30 | (267) all_4_12 = all_4_80 % 26.77/4.30 | % 26.77/4.30 | COMBINE_EQS: (259), (260) imply: % 26.77/4.30 | (268) all_4_22 = all_4_90 % 26.77/4.30 | % 26.77/4.30 | SIMP: (268) implies: % 26.77/4.30 | (269) all_4_22 = all_4_90 % 26.77/4.30 | % 26.77/4.30 | COMBINE_EQS: (237), (238) imply: % 26.77/4.31 | (270) all_4_28 = all_4_92 % 26.77/4.31 | % 26.77/4.31 | SIMP: (270) implies: % 26.77/4.31 | (271) all_4_28 = all_4_92 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (244), (246) imply: % 26.77/4.31 | (272) all_4_34 = all_4_56 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (244), (245) imply: % 26.77/4.31 | (273) all_4_34 = all_4_46 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (252), (253) imply: % 26.77/4.31 | (274) all_4_70 = all_4_199 % 26.77/4.31 | % 26.77/4.31 | SIMP: (274) implies: % 26.77/4.31 | (275) all_4_70 = all_4_199 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (266), (267) imply: % 26.77/4.31 | (276) all_4_80 = all_4_196 % 26.77/4.31 | % 26.77/4.31 | SIMP: (276) implies: % 26.77/4.31 | (277) all_4_80 = all_4_196 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (235), (236) imply: % 26.77/4.31 | (278) all_4_52 = all_4_201 % 26.77/4.31 | % 26.77/4.31 | SIMP: (278) implies: % 26.77/4.31 | (279) all_4_52 = all_4_201 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (262), (263) imply: % 26.77/4.31 | (280) all_4_30 = all_4_50 % 26.77/4.31 | % 26.77/4.31 | SIMP: (280) implies: % 26.77/4.31 | (281) all_4_30 = all_4_50 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (263), (264) imply: % 26.77/4.31 | (282) all_4_50 = all_4_62 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (263), (265) imply: % 26.77/4.31 | (283) all_4_50 = all_4_80 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (250), (251) imply: % 26.77/4.31 | (284) all_4_40 = all_4_88 % 26.77/4.31 | % 26.77/4.31 | SIMP: (284) implies: % 26.77/4.31 | (285) all_4_40 = all_4_88 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (258), (269) imply: % 26.77/4.31 | (286) all_4_38 = all_4_90 % 26.77/4.31 | % 26.77/4.31 | SIMP: (286) implies: % 26.77/4.31 | (287) all_4_38 = all_4_90 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (242), (243) imply: % 26.77/4.31 | (288) all_4_46 = all_4_72 % 26.77/4.31 | % 26.77/4.31 | SIMP: (288) implies: % 26.77/4.31 | (289) all_4_46 = all_4_72 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (234), (271) imply: % 26.77/4.31 | (290) all_4_76 = all_4_92 % 26.77/4.31 | % 26.77/4.31 | SIMP: (290) implies: % 26.77/4.31 | (291) all_4_76 = all_4_92 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (261), (281) imply: % 26.77/4.31 | (292) all_4_50 = all_4_84 % 26.77/4.31 | % 26.77/4.31 | SIMP: (292) implies: % 26.77/4.31 | (293) all_4_50 = all_4_84 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (272), (273) imply: % 26.77/4.31 | (294) all_4_46 = all_4_56 % 26.77/4.31 | % 26.77/4.31 | SIMP: (294) implies: % 26.77/4.31 | (295) all_4_46 = all_4_56 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (257), (287) imply: % 26.77/4.31 | (296) all_4_54 = all_4_90 % 26.77/4.31 | % 26.77/4.31 | SIMP: (296) implies: % 26.77/4.31 | (297) all_4_54 = all_4_90 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (247), (249) imply: % 26.77/4.31 | (298) all_4_44 = all_4_70 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (247), (248) imply: % 26.77/4.31 | (299) all_4_44 = all_4_64 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (247), (285) imply: % 26.77/4.31 | (300) all_4_44 = all_4_88 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (298), (299) imply: % 26.77/4.31 | (301) all_4_64 = all_4_70 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (299), (300) imply: % 26.77/4.31 | (302) all_4_64 = all_4_88 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (240), (295) imply: % 26.77/4.31 | (303) all_4_56 = all_4_200 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (241), (295) imply: % 26.77/4.31 | (304) all_4_56 = all_4_96 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (289), (295) imply: % 26.77/4.31 | (305) all_4_56 = all_4_72 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (282), (283) imply: % 26.77/4.31 | (306) all_4_62 = all_4_80 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (282), (293) imply: % 26.77/4.31 | (307) all_4_62 = all_4_84 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (233), (279) imply: % 26.77/4.31 | (308) all_4_68 = all_4_201 % 26.77/4.31 | % 26.77/4.31 | SIMP: (308) implies: % 26.77/4.31 | (309) all_4_68 = all_4_201 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (255), (256) imply: % 26.77/4.31 | (310) all_4_58 = all_4_74 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (255), (297) imply: % 26.77/4.31 | (311) all_4_58 = all_4_90 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (304), (305) imply: % 26.77/4.31 | (312) all_4_72 = all_4_96 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (303), (305) imply: % 26.77/4.31 | (313) all_4_72 = all_4_200 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (310), (311) imply: % 26.77/4.31 | (314) all_4_74 = all_4_90 % 26.77/4.31 | % 26.77/4.31 | SIMP: (314) implies: % 26.77/4.31 | (315) all_4_74 = all_4_90 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (306), (307) imply: % 26.77/4.31 | (316) all_4_80 = all_4_84 % 26.77/4.31 | % 26.77/4.31 | SIMP: (316) implies: % 26.77/4.31 | (317) all_4_80 = all_4_84 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (301), (302) imply: % 26.77/4.31 | (318) all_4_70 = all_4_88 % 26.77/4.31 | % 26.77/4.31 | SIMP: (318) implies: % 26.77/4.31 | (319) all_4_70 = all_4_88 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (232), (309) imply: % 26.77/4.31 | (320) all_4_76 = all_4_201 % 26.77/4.31 | % 26.77/4.31 | SIMP: (320) implies: % 26.77/4.31 | (321) all_4_76 = all_4_201 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (275), (319) imply: % 26.77/4.31 | (322) all_4_88 = all_4_199 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (312), (313) imply: % 26.77/4.31 | (323) all_4_96 = all_4_200 % 26.77/4.31 | % 26.77/4.31 | SIMP: (323) implies: % 26.77/4.31 | (324) all_4_96 = all_4_200 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (254), (315) imply: % 26.77/4.31 | (325) all_4_90 = all_4_197 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (291), (321) imply: % 26.77/4.31 | (326) all_4_92 = all_4_201 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (277), (317) imply: % 26.77/4.31 | (327) all_4_84 = all_4_196 % 26.77/4.31 | % 26.77/4.31 | SIMP: (327) implies: % 26.77/4.31 | (328) all_4_84 = all_4_196 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (302), (322) imply: % 26.77/4.31 | (329) all_4_64 = all_4_199 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (307), (328) imply: % 26.77/4.31 | (330) all_4_62 = all_4_196 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (311), (325) imply: % 26.77/4.31 | (331) all_4_58 = all_4_197 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (255), (331) imply: % 26.77/4.31 | (332) all_4_54 = all_4_197 % 26.77/4.31 | % 26.77/4.31 | COMBINE_EQS: (269), (325) imply: % 26.77/4.31 | (333) all_4_22 = all_4_197 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (69), (266) imply: % 26.77/4.31 | (334) op1(all_4_196, all_4_202) = all_4_196 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (68), (333) imply: % 26.77/4.31 | (335) op1(all_4_197, all_4_200) = all_4_197 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (67), (239) imply: % 26.77/4.31 | (336) op1(all_4_199, all_4_199) = all_4_202 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (66), (332) imply: % 26.77/4.31 | (337) op1(all_4_199, all_4_202) = all_4_197 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (65), (330) imply: % 26.77/4.31 | (338) op1(all_4_200, all_4_199) = all_4_196 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (64), (329) imply: % 26.77/4.31 | (339) op1(all_4_200, all_4_200) = all_4_199 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (63), (321) imply: % 26.77/4.31 | (340) op1(all_4_201, all_4_199) = all_4_201 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (62), (326) imply: % 26.77/4.31 | (341) op1(all_4_202, all_4_200) = all_4_201 % 26.77/4.31 | % 26.77/4.31 | REDUCE: (61), (324) imply: % 26.77/4.31 | (342) op1(all_4_202, all_4_202) = all_4_200 % 26.77/4.31 | % 26.77/4.31 | BETA: splitting (148) gives: % 26.77/4.31 | % 26.77/4.31 | Case 1: % 26.77/4.31 | | % 26.77/4.31 | | (343) all_4_202 = e16 % 26.77/4.31 | | % 26.77/4.31 | | REDUCE: (341), (343) imply: % 26.77/4.31 | | (344) op1(e16, all_4_200) = all_4_201 % 26.77/4.31 | | % 26.77/4.31 | | REDUCE: (342), (343) imply: % 26.77/4.31 | | (345) op1(e16, e16) = all_4_200 % 26.77/4.31 | | % 26.77/4.31 | | GROUND_INST: instantiating (49) with e10, all_4_200, e16, e16, simplifying % 26.77/4.31 | | with (10), (345) gives: % 26.77/4.31 | | (346) all_4_200 = e10 % 26.77/4.31 | | % 26.77/4.31 | | REDUCE: (339), (346) imply: % 26.77/4.31 | | (347) op1(e10, e10) = all_4_199 % 26.77/4.31 | | % 26.77/4.31 | | REDUCE: (344), (346) imply: % 26.77/4.31 | | (348) op1(e16, e10) = all_4_201 % 26.77/4.31 | | % 26.77/4.31 | | GROUND_INST: instantiating (49) with e13, all_4_199, e10, e10, simplifying % 26.77/4.31 | | with (3), (347) gives: % 26.77/4.31 | | (349) all_4_199 = e13 % 26.77/4.31 | | % 26.77/4.31 | | GROUND_INST: instantiating (49) with e15, all_4_201, e10, e16, simplifying % 26.77/4.31 | | with (9), (348) gives: % 26.77/4.31 | | (350) all_4_201 = e15 % 26.77/4.31 | | % 26.77/4.31 | | REDUCE: (340), (349), (350) imply: % 26.77/4.31 | | (351) op1(e15, e13) = e15 % 26.77/4.31 | | % 26.77/4.31 | | GROUND_INST: instantiating (49) with e10, e15, e13, e15, simplifying with % 26.77/4.31 | | (7), (351) gives: % 26.77/4.31 | | (352) e15 = e10 % 26.77/4.31 | | % 26.77/4.31 | | REDUCE: (1), (352) imply: % 26.77/4.31 | | (353) $false % 26.77/4.32 | | % 26.77/4.32 | | CLOSE: (353) is inconsistent. % 26.77/4.32 | | % 26.77/4.32 | Case 2: % 26.77/4.32 | | % 26.77/4.32 | | (354) ~ (all_4_202 = e16) % 26.77/4.32 | | (355) all_4_202 = e15 | all_4_202 = e14 | all_4_202 = e13 | all_4_202 = % 26.77/4.32 | | e12 | all_4_202 = e10 | all_4_202 = e11 % 26.77/4.32 | | % 26.77/4.32 | | BETA: splitting (149) gives: % 26.77/4.32 | | % 26.77/4.32 | | Case 1: % 26.77/4.32 | | | % 26.77/4.32 | | | (356) all_4_200 = e16 % 26.77/4.32 | | | % 26.77/4.32 | | | REDUCE: (338), (356) imply: % 26.77/4.32 | | | (357) op1(e16, all_4_199) = all_4_196 % 26.77/4.32 | | | % 26.77/4.32 | | | REDUCE: (339), (356) imply: % 26.77/4.32 | | | (358) op1(e16, e16) = all_4_199 % 26.77/4.32 | | | % 26.77/4.32 | | | GROUND_INST: instantiating (49) with e10, all_4_199, e16, e16, simplifying % 26.77/4.32 | | | with (10), (358) gives: % 26.77/4.32 | | | (359) all_4_199 = e10 % 26.77/4.32 | | | % 26.77/4.32 | | | REDUCE: (336), (359) imply: % 26.77/4.32 | | | (360) op1(e10, e10) = all_4_202 % 26.77/4.32 | | | % 26.77/4.32 | | | REDUCE: (357), (359) imply: % 26.77/4.32 | | | (361) op1(e16, e10) = all_4_196 % 26.77/4.32 | | | % 26.77/4.32 | | | GROUND_INST: instantiating (49) with e13, all_4_202, e10, e10, simplifying % 26.77/4.32 | | | with (3), (360) gives: % 26.77/4.32 | | | (362) all_4_202 = e13 % 26.77/4.32 | | | % 26.77/4.32 | | | GROUND_INST: instantiating (49) with e15, all_4_196, e10, e16, simplifying % 26.77/4.32 | | | with (9), (361) gives: % 26.77/4.32 | | | (363) all_4_196 = e15 % 26.77/4.32 | | | % 26.77/4.32 | | | REDUCE: (334), (362), (363) imply: % 26.77/4.32 | | | (364) op1(e15, e13) = e15 % 26.77/4.32 | | | % 26.77/4.32 | | | GROUND_INST: instantiating (49) with e10, e15, e13, e15, simplifying with % 26.77/4.32 | | | (7), (364) gives: % 26.77/4.32 | | | (365) e15 = e10 % 26.77/4.32 | | | % 26.77/4.32 | | | REDUCE: (1), (365) imply: % 26.77/4.32 | | | (366) $false % 26.77/4.32 | | | % 26.77/4.32 | | | CLOSE: (366) is inconsistent. % 26.77/4.32 | | | % 26.77/4.32 | | Case 2: % 26.77/4.32 | | | % 26.77/4.32 | | | (367) ~ (all_4_200 = e16) % 26.77/4.32 | | | (368) all_4_200 = e15 | all_4_200 = e14 | all_4_200 = e13 | all_4_200 = % 26.77/4.32 | | | e12 | all_4_200 = e10 | all_4_200 = e11 % 26.77/4.32 | | | % 26.77/4.32 | | | BETA: splitting (150) gives: % 26.77/4.32 | | | % 26.77/4.32 | | | Case 1: % 26.77/4.32 | | | | % 26.77/4.32 | | | | (369) all_4_199 = e16 % 26.77/4.32 | | | | % 26.77/4.32 | | | | REDUCE: (336), (369) imply: % 26.77/4.32 | | | | (370) op1(e16, e16) = all_4_202 % 26.77/4.32 | | | | % 26.77/4.32 | | | | REDUCE: (337), (369) imply: % 26.77/4.32 | | | | (371) op1(e16, all_4_202) = all_4_197 % 26.77/4.32 | | | | % 26.77/4.32 | | | | GROUND_INST: instantiating (49) with e10, all_4_202, e16, e16, % 26.77/4.32 | | | | simplifying with (10), (370) gives: % 26.77/4.32 | | | | (372) all_4_202 = e10 % 26.77/4.32 | | | | % 26.77/4.32 | | | | REDUCE: (342), (372) imply: % 26.77/4.32 | | | | (373) op1(e10, e10) = all_4_200 % 26.77/4.32 | | | | % 26.77/4.32 | | | | REDUCE: (371), (372) imply: % 26.77/4.32 | | | | (374) op1(e16, e10) = all_4_197 % 26.77/4.32 | | | | % 26.77/4.32 | | | | GROUND_INST: instantiating (49) with e13, all_4_200, e10, e10, % 26.77/4.32 | | | | simplifying with (3), (373) gives: % 26.77/4.32 | | | | (375) all_4_200 = e13 % 26.77/4.32 | | | | % 26.77/4.32 | | | | GROUND_INST: instantiating (49) with e15, all_4_197, e10, e16, % 26.77/4.32 | | | | simplifying with (9), (374) gives: % 26.77/4.32 | | | | (376) all_4_197 = e15 % 26.77/4.32 | | | | % 26.77/4.32 | | | | REDUCE: (335), (375), (376) imply: % 26.77/4.32 | | | | (377) op1(e15, e13) = e15 % 26.77/4.32 | | | | % 26.77/4.32 | | | | GROUND_INST: instantiating (49) with e10, e15, e13, e15, simplifying % 26.77/4.32 | | | | with (7), (377) gives: % 26.77/4.32 | | | | (378) e15 = e10 % 26.77/4.32 | | | | % 26.77/4.32 | | | | REDUCE: (1), (378) imply: % 26.77/4.32 | | | | (379) $false % 26.77/4.32 | | | | % 26.77/4.32 | | | | CLOSE: (379) is inconsistent. % 26.77/4.32 | | | | % 26.77/4.32 | | | Case 2: % 26.77/4.32 | | | | % 26.77/4.32 | | | | (380) ~ (all_4_199 = e16) % 26.77/4.32 | | | | (381) all_4_199 = e15 | all_4_199 = e14 | all_4_199 = e13 | all_4_199 % 26.77/4.32 | | | | = e12 | all_4_199 = e10 | all_4_199 = e11 % 26.77/4.32 | | | | % 26.77/4.32 | | | | BETA: splitting (355) gives: % 26.77/4.32 | | | | % 26.77/4.32 | | | | Case 1: % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | (382) all_4_202 = e15 % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | REDUCE: (342), (382) imply: % 26.77/4.32 | | | | | (383) op1(e15, e15) = all_4_200 % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | GROUND_INST: instantiating (49) with e11, all_4_200, e15, e15, % 26.77/4.32 | | | | | simplifying with (8), (383) gives: % 26.77/4.32 | | | | | (384) all_4_200 = e11 % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | REDUCE: (339), (384) imply: % 26.77/4.32 | | | | | (385) op1(e11, e11) = all_4_199 % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | GROUND_INST: instantiating (49) with e16, all_4_199, e11, e11, % 26.77/4.32 | | | | | simplifying with (2), (385) gives: % 26.77/4.32 | | | | | (386) all_4_199 = e16 % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | REDUCE: (380), (386) imply: % 26.77/4.32 | | | | | (387) $false % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | CLOSE: (387) is inconsistent. % 26.77/4.32 | | | | | % 26.77/4.32 | | | | Case 2: % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | (388) ~ (all_4_202 = e15) % 26.77/4.32 | | | | | (389) all_4_202 = e14 | all_4_202 = e13 | all_4_202 = e12 | % 26.77/4.32 | | | | | all_4_202 = e10 | all_4_202 = e11 % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | BETA: splitting (368) gives: % 26.77/4.32 | | | | | % 26.77/4.32 | | | | | Case 1: % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | (390) all_4_200 = e15 % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | REDUCE: (339), (390) imply: % 26.77/4.32 | | | | | | (391) op1(e15, e15) = all_4_199 % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | GROUND_INST: instantiating (49) with e11, all_4_199, e15, e15, % 26.77/4.32 | | | | | | simplifying with (8), (391) gives: % 26.77/4.32 | | | | | | (392) all_4_199 = e11 % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | REDUCE: (336), (392) imply: % 26.77/4.32 | | | | | | (393) op1(e11, e11) = all_4_202 % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | GROUND_INST: instantiating (49) with e16, all_4_202, e11, e11, % 26.77/4.32 | | | | | | simplifying with (2), (393) gives: % 26.77/4.32 | | | | | | (394) all_4_202 = e16 % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | REDUCE: (354), (394) imply: % 26.77/4.32 | | | | | | (395) $false % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | CLOSE: (395) is inconsistent. % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | Case 2: % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | (396) ~ (all_4_200 = e15) % 26.77/4.32 | | | | | | (397) all_4_200 = e14 | all_4_200 = e13 | all_4_200 = e12 | % 26.77/4.32 | | | | | | all_4_200 = e10 | all_4_200 = e11 % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | BETA: splitting (381) gives: % 26.77/4.32 | | | | | | % 26.77/4.32 | | | | | | Case 1: % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | (398) all_4_199 = e15 % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | REDUCE: (336), (398) imply: % 26.77/4.32 | | | | | | | (399) op1(e15, e15) = all_4_202 % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | GROUND_INST: instantiating (49) with e11, all_4_202, e15, e15, % 26.77/4.32 | | | | | | | simplifying with (8), (399) gives: % 26.77/4.32 | | | | | | | (400) all_4_202 = e11 % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | REDUCE: (342), (400) imply: % 26.77/4.32 | | | | | | | (401) op1(e11, e11) = all_4_200 % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | GROUND_INST: instantiating (49) with e16, all_4_200, e11, e11, % 26.77/4.32 | | | | | | | simplifying with (2), (401) gives: % 26.77/4.32 | | | | | | | (402) all_4_200 = e16 % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | REDUCE: (367), (402) imply: % 26.77/4.32 | | | | | | | (403) $false % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | CLOSE: (403) is inconsistent. % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | Case 2: % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | (404) ~ (all_4_199 = e15) % 26.77/4.32 | | | | | | | (405) all_4_199 = e14 | all_4_199 = e13 | all_4_199 = e12 | % 26.77/4.32 | | | | | | | all_4_199 = e10 | all_4_199 = e11 % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | BETA: splitting (389) gives: % 26.77/4.32 | | | | | | | % 26.77/4.32 | | | | | | | Case 1: % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | (406) all_4_202 = e14 % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | REDUCE: (342), (406) imply: % 26.77/4.33 | | | | | | | | (407) op1(e14, e14) = all_4_200 % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | GROUND_INST: instantiating (49) with e12, all_4_200, e14, e14, % 26.77/4.33 | | | | | | | | simplifying with (6), (407) gives: % 26.77/4.33 | | | | | | | | (408) all_4_200 = e12 % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | REDUCE: (339), (408) imply: % 26.77/4.33 | | | | | | | | (409) op1(e12, e12) = all_4_199 % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | GROUND_INST: instantiating (49) with e15, all_4_199, e12, e12, % 26.77/4.33 | | | | | | | | simplifying with (4), (409) gives: % 26.77/4.33 | | | | | | | | (410) all_4_199 = e15 % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | REDUCE: (404), (410) imply: % 26.77/4.33 | | | | | | | | (411) $false % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | CLOSE: (411) is inconsistent. % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | Case 2: % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | (412) all_4_202 = e13 | all_4_202 = e12 | all_4_202 = e10 | % 26.77/4.33 | | | | | | | | all_4_202 = e11 % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | BETA: splitting (397) gives: % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | | Case 1: % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | (413) all_4_200 = e14 % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | REDUCE: (339), (413) imply: % 26.77/4.33 | | | | | | | | | (414) op1(e14, e14) = all_4_199 % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | GROUND_INST: instantiating (49) with e12, all_4_199, e14, e14, % 26.77/4.33 | | | | | | | | | simplifying with (6), (414) gives: % 26.77/4.33 | | | | | | | | | (415) all_4_199 = e12 % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | REDUCE: (336), (415) imply: % 26.77/4.33 | | | | | | | | | (416) op1(e12, e12) = all_4_202 % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | GROUND_INST: instantiating (49) with e15, all_4_202, e12, e12, % 26.77/4.33 | | | | | | | | | simplifying with (4), (416) gives: % 26.77/4.33 | | | | | | | | | (417) all_4_202 = e15 % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | REDUCE: (388), (417) imply: % 26.77/4.33 | | | | | | | | | (418) $false % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | CLOSE: (418) is inconsistent. % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | Case 2: % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | (419) ~ (all_4_200 = e14) % 26.77/4.33 | | | | | | | | | (420) all_4_200 = e13 | all_4_200 = e12 | all_4_200 = e10 | % 26.77/4.33 | | | | | | | | | all_4_200 = e11 % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | BETA: splitting (405) gives: % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | | Case 1: % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | (421) all_4_199 = e14 % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | REDUCE: (336), (421) imply: % 26.77/4.33 | | | | | | | | | | (422) op1(e14, e14) = all_4_202 % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | GROUND_INST: instantiating (49) with e12, all_4_202, e14, e14, % 26.77/4.33 | | | | | | | | | | simplifying with (6), (422) gives: % 26.77/4.33 | | | | | | | | | | (423) all_4_202 = e12 % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | REDUCE: (342), (423) imply: % 26.77/4.33 | | | | | | | | | | (424) op1(e12, e12) = all_4_200 % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | GROUND_INST: instantiating (49) with e15, all_4_200, e12, e12, % 26.77/4.33 | | | | | | | | | | simplifying with (4), (424) gives: % 26.77/4.33 | | | | | | | | | | (425) all_4_200 = e15 % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | REDUCE: (396), (425) imply: % 26.77/4.33 | | | | | | | | | | (426) $false % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | CLOSE: (426) is inconsistent. % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | Case 2: % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | (427) ~ (all_4_199 = e14) % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | BETA: splitting (412) gives: % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | Case 1: % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | (428) all_4_202 = e13 % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | REDUCE: (342), (428) imply: % 26.77/4.33 | | | | | | | | | | | (429) op1(e13, e13) = all_4_200 % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | GROUND_INST: instantiating (49) with e14, all_4_200, e13, e13, % 26.77/4.33 | | | | | | | | | | | simplifying with (5), (429) gives: % 26.77/4.33 | | | | | | | | | | | (430) all_4_200 = e14 % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | REDUCE: (419), (430) imply: % 26.77/4.33 | | | | | | | | | | | (431) $false % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | CLOSE: (431) is inconsistent. % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | Case 2: % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | (432) all_4_202 = e12 | all_4_202 = e10 | all_4_202 = % 26.77/4.33 | | | | | | | | | | | e11 % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | BETA: splitting (420) gives: % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | Case 1: % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | (433) all_4_200 = e13 % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | REDUCE: (339), (433) imply: % 26.77/4.33 | | | | | | | | | | | | (434) op1(e13, e13) = all_4_199 % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | GROUND_INST: instantiating (49) with e14, all_4_199, e13, e13, % 26.77/4.33 | | | | | | | | | | | | simplifying with (5), (434) gives: % 26.77/4.33 | | | | | | | | | | | | (435) all_4_199 = e14 % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | REDUCE: (427), (435) imply: % 26.77/4.33 | | | | | | | | | | | | (436) $false % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | CLOSE: (436) is inconsistent. % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | Case 2: % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | (437) ~ (all_4_200 = e13) % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | BETA: splitting (432) gives: % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | Case 1: % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | (438) all_4_202 = e12 % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | REDUCE: (342), (438) imply: % 26.77/4.33 | | | | | | | | | | | | | (439) op1(e12, e12) = all_4_200 % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | GROUND_INST: instantiating (49) with e15, all_4_200, e12, e12, % 26.77/4.33 | | | | | | | | | | | | | simplifying with (4), (439) gives: % 26.77/4.33 | | | | | | | | | | | | | (440) all_4_200 = e15 % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | REDUCE: (396), (440) imply: % 26.77/4.33 | | | | | | | | | | | | | (441) $false % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | CLOSE: (441) is inconsistent. % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | Case 2: % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | (442) all_4_202 = e10 | all_4_202 = e11 % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | BETA: splitting (442) gives: % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | Case 1: % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | (443) all_4_202 = e10 % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | REDUCE: (342), (443) imply: % 26.77/4.33 | | | | | | | | | | | | | | (444) op1(e10, e10) = all_4_200 % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | GROUND_INST: instantiating (49) with e13, all_4_200, e10, e10, % 26.77/4.33 | | | | | | | | | | | | | | simplifying with (3), (444) gives: % 26.77/4.33 | | | | | | | | | | | | | | (445) all_4_200 = e13 % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | REDUCE: (437), (445) imply: % 26.77/4.33 | | | | | | | | | | | | | | (446) $false % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | CLOSE: (446) is inconsistent. % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | Case 2: % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | (447) all_4_202 = e11 % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | REDUCE: (342), (447) imply: % 26.77/4.33 | | | | | | | | | | | | | | (448) op1(e11, e11) = all_4_200 % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | GROUND_INST: instantiating (49) with e16, all_4_200, e11, e11, % 26.77/4.33 | | | | | | | | | | | | | | simplifying with (2), (448) gives: % 26.77/4.33 | | | | | | | | | | | | | | (449) all_4_200 = e16 % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | REDUCE: (367), (449) imply: % 26.77/4.33 | | | | | | | | | | | | | | (450) $false % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | | CLOSE: (450) is inconsistent. % 26.77/4.33 | | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | | End of split % 26.77/4.33 | | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | | End of split % 26.77/4.33 | | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | | End of split % 26.77/4.33 | | | | | | | | | | | % 26.77/4.33 | | | | | | | | | | End of split % 26.77/4.33 | | | | | | | | | | % 26.77/4.33 | | | | | | | | | End of split % 26.77/4.33 | | | | | | | | | % 26.77/4.33 | | | | | | | | End of split % 26.77/4.33 | | | | | | | | % 26.77/4.33 | | | | | | | End of split % 26.77/4.33 | | | | | | | % 26.77/4.33 | | | | | | End of split % 26.77/4.33 | | | | | | % 26.77/4.33 | | | | | End of split % 26.77/4.33 | | | | | % 26.77/4.33 | | | | End of split % 26.77/4.33 | | | | % 26.77/4.33 | | | End of split % 26.77/4.33 | | | % 26.77/4.33 | | End of split % 26.77/4.33 | | % 26.77/4.33 | End of split % 26.77/4.33 | % 26.77/4.33 End of proof % 26.77/4.33 % SZS output end Proof for theBenchmark % 26.77/4.33 % 26.77/4.33 3776ms %------------------------------------------------------------------------------