%------------------------------------------------------------------------------ % File : Princess---230619 % Problem : KRS133+1 : TPTP v8.1.2. Released v3.1.0. % Transfm : none % Format : tptp % Command : princess -inputFormat=tptp +threads -portfolio=casc +printProof -timeoutSec=%d %s % Computer : n017.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 300s % DateTime : Thu Aug 31 05:51:22 EDT 2023 % Result : Theorem 17.72s 3.16s % Output : Proof 26.00s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.07/0.13 % Problem : KRS133+1 : TPTP v8.1.2. Released v3.1.0. % 0.07/0.13 % Command : princess -inputFormat=tptp +threads -portfolio=casc +printProof -timeoutSec=%d %s % 0.13/0.35 % Computer : n017.cluster.edu % 0.13/0.35 % Model : x86_64 x86_64 % 0.13/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.13/0.35 % Memory : 8042.1875MB % 0.13/0.35 % OS : Linux 3.10.0-693.el7.x86_64 % 0.13/0.35 % CPULimit : 300 % 0.13/0.35 % WCLimit : 300 % 0.13/0.35 % DateTime : Mon Aug 28 01:23:42 EDT 2023 % 0.13/0.35 % CPUTime : % 0.21/0.63 ________ _____ % 0.21/0.63 ___ __ \_________(_)________________________________ % 0.21/0.63 __ /_/ /_ ___/_ /__ __ \ ___/ _ \_ ___/_ ___/ % 0.21/0.63 _ ____/_ / _ / _ / / / /__ / __/(__ )_(__ ) % 0.21/0.63 /_/ /_/ /_/ /_/ /_/\___/ \___//____/ /____/ % 0.21/0.63 % 0.21/0.63 A Theorem Prover for First-Order Logic modulo Linear Integer Arithmetic % 0.21/0.63 (2023-06-19) % 0.21/0.63 % 0.21/0.63 (c) Philipp Rümmer, 2009-2023 % 0.21/0.63 Contributors: Peter Backeman, Peter Baumgartner, Angelo Brillout, Zafer Esen, % 0.21/0.63 Amanda Stjerna. % 0.21/0.63 Free software under BSD-3-Clause. % 0.21/0.63 % 0.21/0.63 For more information, visit http://www.philipp.ruemmer.org/princess.shtml % 0.21/0.63 % 0.21/0.63 Loading /export/starexec/sandbox/benchmark/theBenchmark.p ... % 0.21/0.64 Running up to 7 provers in parallel. % 0.21/0.65 Prover 0: Options: +triggersInConjecture +genTotalityAxioms +tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=0 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=1042961893 % 0.21/0.65 Prover 1: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-1571432423 % 0.21/0.65 Prover 2: Options: +triggersInConjecture +genTotalityAxioms -tightFunctionScopes -clausifier=simple +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMinimalAndEmpty -realRatSaturationRounds=1 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=-1065072994 % 0.21/0.65 Prover 3: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=1922548996 % 0.21/0.65 Prover 4: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=1868514696 % 0.21/0.65 Prover 5: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=none +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMaximal -realRatSaturationRounds=1 -ignoreQuantifiers -constructProofs=never -generateTriggers=complete -randomSeed=1259561288 % 0.21/0.65 Prover 6: Options: -triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=none +reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximalOutermost -realRatSaturationRounds=0 -ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=-1399714365 % 3.98/1.35 Prover 4: Preprocessing ... % 3.98/1.36 Prover 1: Preprocessing ... % 4.31/1.39 Prover 5: Preprocessing ... % 4.31/1.39 Prover 6: Preprocessing ... % 4.31/1.39 Prover 0: Preprocessing ... % 4.31/1.39 Prover 3: Preprocessing ... % 4.31/1.39 Prover 2: Preprocessing ... % 7.64/1.84 Prover 2: Proving ... % 7.64/1.86 Prover 5: Proving ... % 8.59/1.97 Prover 6: Proving ... % 8.59/1.98 Prover 3: Constructing countermodel ... % 8.59/2.00 Prover 1: Constructing countermodel ... % 8.59/2.01 Prover 0: Proving ... % 9.32/2.05 Prover 4: Constructing countermodel ... % 9.32/2.07 Prover 3: gave up % 9.32/2.09 Prover 7: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-236303470 % 10.21/2.17 Prover 7: Preprocessing ... % 10.21/2.18 Prover 1: gave up % 10.21/2.18 Prover 8: Options: +triggersInConjecture +genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-200781089 % 10.21/2.24 Prover 8: Preprocessing ... % 10.21/2.25 Prover 7: Warning: ignoring some quantifiers % 10.95/2.26 Prover 7: Constructing countermodel ... % 12.54/2.47 Prover 8: Warning: ignoring some quantifiers % 12.54/2.48 Prover 8: Constructing countermodel ... % 12.54/2.61 Prover 8: gave up % 12.54/2.61 Prover 9: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allMinimal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=never -generateTriggers=all -randomSeed=1423531889 % 13.99/2.69 Prover 9: Preprocessing ... % 17.02/3.06 Prover 9: Constructing countermodel ... % 17.72/3.16 Prover 2: proved (2512ms) % 17.72/3.16 % 17.72/3.16 % SZS status Theorem for /export/starexec/sandbox/benchmark/theBenchmark.p % 17.72/3.16 % 17.72/3.16 Prover 5: stopped % 17.72/3.16 Prover 6: stopped % 17.72/3.16 Prover 9: stopped % 17.72/3.16 Prover 10: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=919308125 % 17.72/3.16 Prover 0: stopped % 17.72/3.17 Prover 11: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=allUni -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=all -randomSeed=-1509710984 % 17.72/3.17 Prover 13: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=0 +ignoreQuantifiers -constructProofs=always -generateTriggers=complete -randomSeed=1138197443 % 17.72/3.17 Prover 16: Options: +triggersInConjecture -genTotalityAxioms +tightFunctionScopes -clausifier=simple +reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=completeFrugal -randomSeed=-2043353683 % 17.72/3.18 Prover 19: Options: +triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=none -reverseFunctionalityPropagation -boolFunsAsPreds -triggerStrategy=maximal -realRatSaturationRounds=1 +ignoreQuantifiers -constructProofs=always -generateTriggers=complete -randomSeed=-1780594085 % 17.72/3.26 Prover 10: Preprocessing ... % 18.69/3.27 Prover 16: Preprocessing ... % 18.69/3.27 Prover 11: Preprocessing ... % 18.69/3.29 Prover 13: Preprocessing ... % 18.69/3.31 Prover 19: Preprocessing ... % 19.28/3.38 Prover 16: Warning: ignoring some quantifiers % 19.28/3.38 Prover 16: Constructing countermodel ... % 19.28/3.40 Prover 10: Warning: ignoring some quantifiers % 19.28/3.40 Prover 10: Constructing countermodel ... % 19.28/3.40 Prover 13: Warning: ignoring some quantifiers % 19.74/3.41 Prover 13: Constructing countermodel ... % 20.17/3.46 Prover 13: gave up % 20.17/3.49 Prover 10: gave up % 20.17/3.53 Prover 11: Constructing countermodel ... % 20.17/3.55 Prover 19: Warning: ignoring some quantifiers % 20.87/3.56 Prover 19: Constructing countermodel ... % 21.18/3.61 Prover 7: gave up % 22.49/3.83 Prover 19: gave up % 24.10/4.02 Prover 16: gave up % 24.36/4.04 Prover 4: Found proof (size 659) % 24.36/4.04 Prover 4: proved (3395ms) % 24.36/4.05 Prover 11: stopped % 24.36/4.05 % 24.36/4.05 % SZS status Theorem for /export/starexec/sandbox/benchmark/theBenchmark.p % 24.36/4.05 % 24.36/4.10 % SZS output start Proof for theBenchmark % 24.36/4.11 Assumptions after simplification: % 24.36/4.11 --------------------------------- % 24.36/4.11 % 24.36/4.11 (axiom_0) % 24.36/4.13 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cowlThing(v0) = v1) | ~ $i(v0)) & % 24.36/4.13 ! [v0: $i] : ( ~ (cowlNothing(v0) = 0) | ~ $i(v0)) % 24.36/4.13 % 24.36/4.13 (axiom_1) % 24.36/4.13 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (xsd_string(v0) = v1) | ~ $i(v0) | % 24.36/4.13 xsd_integer(v0) = 0) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ % 24.36/4.13 (xsd_integer(v0) = v1) | ~ $i(v0) | xsd_string(v0) = 0) & ! [v0: $i] : ( ~ % 24.36/4.13 (xsd_string(v0) = 0) | ~ $i(v0) | ? [v1: int] : ( ~ (v1 = 0) & % 24.36/4.13 xsd_integer(v0) = v1)) & ! [v0: $i] : ( ~ (xsd_integer(v0) = 0) | ~ % 24.36/4.13 $i(v0) | ? [v1: int] : ( ~ (v1 = 0) & xsd_string(v0) = v1)) % 24.36/4.13 % 24.36/4.13 (axiom_10) % 24.36/4.13 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.36/4.13 [v2: int] : ( ~ (v2 = 0) & cAnomalepidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.36/4.13 (cAnomalepidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.36/4.13 % 24.36/4.13 (axiom_100) % 24.36/4.13 ~ (xsd_string_10 = xsd_string_8) & $i(xsd_string_10) & $i(xsd_string_8) % 24.36/4.13 % 24.36/4.13 (axiom_101) % 24.36/4.13 ~ (xsd_string_11 = xsd_string_8) & $i(xsd_string_11) & $i(xsd_string_8) % 24.36/4.13 % 24.36/4.13 (axiom_102) % 24.36/4.13 ~ (xsd_string_10 = xsd_string_9) & $i(xsd_string_10) & $i(xsd_string_9) % 24.36/4.13 % 24.36/4.13 (axiom_103) % 24.36/4.13 ~ (xsd_string_11 = xsd_string_9) & $i(xsd_string_11) & $i(xsd_string_9) % 24.36/4.13 % 24.36/4.13 (axiom_104) % 24.36/4.14 ~ (xsd_string_11 = xsd_string_10) & $i(xsd_string_11) & $i(xsd_string_10) % 24.36/4.14 % 24.36/4.14 (axiom_12) % 24.36/4.14 $i(xsd_string_3) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.36/4.14 xsd_string_3) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.36/4.14 cBipedidae(v0) = v2)) & ! [v0: $i] : ( ~ (cBipedidae(v0) = 0) | ~ $i(v0) % 24.36/4.14 | rfamily_name(v0, xsd_string_3) = 0) % 24.36/4.14 % 24.36/4.14 (axiom_13) % 24.36/4.14 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.36/4.14 [v2: int] : ( ~ (v2 = 0) & cBipedidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.36/4.14 (cBipedidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.36/4.14 % 24.36/4.14 (axiom_15) % 24.36/4.14 $i(xsd_string_4) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.36/4.14 xsd_string_4) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.36/4.14 cCordylidae(v0) = v2)) & ! [v0: $i] : ( ~ (cCordylidae(v0) = 0) | ~ % 24.36/4.14 $i(v0) | rfamily_name(v0, xsd_string_4) = 0) % 24.36/4.14 % 24.36/4.14 (axiom_16) % 24.81/4.14 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.14 [v2: int] : ( ~ (v2 = 0) & cCordylidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.14 (cCordylidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.14 % 24.81/4.14 (axiom_18) % 24.81/4.15 $i(xsd_string_5) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.15 xsd_string_5) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.15 cCrocodylidae(v0) = v2)) & ! [v0: $i] : ( ~ (cCrocodylidae(v0) = 0) | ~ % 24.81/4.15 $i(v0) | rfamily_name(v0, xsd_string_5) = 0) % 24.81/4.15 % 24.81/4.15 (axiom_19) % 24.81/4.15 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.15 [v2: int] : ( ~ (v2 = 0) & cCrocodylidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.15 (cCrocodylidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.15 % 24.81/4.15 (axiom_21) % 24.81/4.15 $i(xsd_string_6) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.15 xsd_string_6) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.15 cEmydidae(v0) = v2)) & ! [v0: $i] : ( ~ (cEmydidae(v0) = 0) | ~ $i(v0) | % 24.81/4.15 rfamily_name(v0, xsd_string_6) = 0) % 24.81/4.15 % 24.81/4.15 (axiom_22) % 24.81/4.15 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.15 [v2: int] : ( ~ (v2 = 0) & cEmydidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.15 (cEmydidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.15 % 24.81/4.15 (axiom_24) % 24.81/4.15 $i(xsd_string_7) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.15 xsd_string_7) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.15 cGekkonidae(v0) = v2)) & ! [v0: $i] : ( ~ (cGekkonidae(v0) = 0) | ~ % 24.81/4.15 $i(v0) | rfamily_name(v0, xsd_string_7) = 0) % 24.81/4.15 % 24.81/4.15 (axiom_25) % 24.81/4.15 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.15 [v2: int] : ( ~ (v2 = 0) & cGekkonidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.15 (cGekkonidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.15 % 24.81/4.15 (axiom_27) % 24.81/4.15 $i(xsd_string_8) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.15 xsd_string_8) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.15 cLeptotyphlopidae(v0) = v2)) & ! [v0: $i] : ( ~ (cLeptotyphlopidae(v0) = % 24.81/4.15 0) | ~ $i(v0) | rfamily_name(v0, xsd_string_8) = 0) % 24.81/4.15 % 24.81/4.16 (axiom_28) % 24.81/4.16 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.16 [v2: int] : ( ~ (v2 = 0) & cLeptotyphlopidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.16 (cLeptotyphlopidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.16 % 24.81/4.16 (axiom_3) % 24.81/4.16 $i(xsd_string_0) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.16 xsd_string_0) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.16 cAgamidae(v0) = v2)) & ! [v0: $i] : ( ~ (cAgamidae(v0) = 0) | ~ $i(v0) | % 24.81/4.16 rfamily_name(v0, xsd_string_0) = 0) % 24.81/4.16 % 24.81/4.16 (axiom_30) % 24.81/4.16 $i(xsd_string_9) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.16 xsd_string_9) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.16 cLoxocemidae(v0) = v2)) & ! [v0: $i] : ( ~ (cLoxocemidae(v0) = 0) | ~ % 24.81/4.16 $i(v0) | rfamily_name(v0, xsd_string_9) = 0) % 24.81/4.16 % 24.81/4.16 (axiom_31) % 24.81/4.16 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.16 [v2: int] : ( ~ (v2 = 0) & cLoxocemidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.16 (cLoxocemidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.16 % 24.81/4.16 (axiom_32) % 24.81/4.16 ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : (v2 = v1 | ~ (rfamily_name(v0, v2) % 24.81/4.16 = 0) | ~ (rfamily_name(v0, v1) = 0) | ~ (cReptile(v0) = 0) | ~ $i(v2) | % 24.81/4.16 ~ $i(v1) | ~ $i(v0)) & ! [v0: $i] : ( ~ (cReptile(v0) = 0) | ~ $i(v0) | % 24.81/4.16 ? [v1: $i] : (rfamily_name(v0, v1) = 0 & $i(v1))) % 24.81/4.16 % 24.81/4.16 (axiom_34) % 24.81/4.16 $i(xsd_string_10) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ % 24.81/4.16 (rfamily_name(v0, xsd_string_10) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 % 24.81/4.16 = 0) & cSphenodontidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.16 (cSphenodontidae(v0) = 0) | ~ $i(v0) | rfamily_name(v0, xsd_string_10) = 0) % 24.81/4.16 % 24.81/4.16 (axiom_35) % 24.81/4.16 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.16 [v2: int] : ( ~ (v2 = 0) & cSphenodontidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.16 (cSphenodontidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.16 % 24.81/4.16 (axiom_37) % 24.81/4.16 $i(xsd_string_11) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ % 24.81/4.16 (rfamily_name(v0, xsd_string_11) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 % 24.81/4.16 = 0) & cXantusiidae(v0) = v2)) & ! [v0: $i] : ( ~ (cXantusiidae(v0) = % 24.81/4.16 0) | ~ $i(v0) | rfamily_name(v0, xsd_string_11) = 0) % 24.81/4.17 % 24.81/4.17 (axiom_38) % 24.81/4.17 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.17 [v2: int] : ( ~ (v2 = 0) & cXantusiidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.17 (cXantusiidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.17 % 24.81/4.17 (axiom_39) % 24.81/4.17 ~ (xsd_string_1 = xsd_string_0) & $i(xsd_string_1) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_40) % 24.81/4.17 ~ (xsd_string_2 = xsd_string_0) & $i(xsd_string_2) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_41) % 24.81/4.17 ~ (xsd_string_3 = xsd_string_0) & $i(xsd_string_3) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_42) % 24.81/4.17 ~ (xsd_string_4 = xsd_string_0) & $i(xsd_string_4) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_43) % 24.81/4.17 ~ (xsd_string_5 = xsd_string_0) & $i(xsd_string_5) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_44) % 24.81/4.17 ~ (xsd_string_6 = xsd_string_0) & $i(xsd_string_6) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_45) % 24.81/4.17 ~ (xsd_string_7 = xsd_string_0) & $i(xsd_string_7) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_46) % 24.81/4.17 ~ (xsd_string_8 = xsd_string_0) & $i(xsd_string_8) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_47) % 24.81/4.17 ~ (xsd_string_9 = xsd_string_0) & $i(xsd_string_9) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_48) % 24.81/4.17 ~ (xsd_string_10 = xsd_string_0) & $i(xsd_string_10) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_49) % 24.81/4.17 ~ (xsd_string_11 = xsd_string_0) & $i(xsd_string_11) & $i(xsd_string_0) % 24.81/4.17 % 24.81/4.17 (axiom_50) % 24.81/4.17 ~ (xsd_string_2 = xsd_string_1) & $i(xsd_string_2) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_51) % 24.81/4.17 ~ (xsd_string_3 = xsd_string_1) & $i(xsd_string_3) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_52) % 24.81/4.17 ~ (xsd_string_4 = xsd_string_1) & $i(xsd_string_4) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_53) % 24.81/4.17 ~ (xsd_string_5 = xsd_string_1) & $i(xsd_string_5) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_54) % 24.81/4.17 ~ (xsd_string_6 = xsd_string_1) & $i(xsd_string_6) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_55) % 24.81/4.17 ~ (xsd_string_7 = xsd_string_1) & $i(xsd_string_7) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_56) % 24.81/4.17 ~ (xsd_string_8 = xsd_string_1) & $i(xsd_string_8) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_57) % 24.81/4.17 ~ (xsd_string_9 = xsd_string_1) & $i(xsd_string_9) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_58) % 24.81/4.17 ~ (xsd_string_10 = xsd_string_1) & $i(xsd_string_10) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_59) % 24.81/4.17 ~ (xsd_string_11 = xsd_string_1) & $i(xsd_string_11) & $i(xsd_string_1) % 24.81/4.17 % 24.81/4.17 (axiom_6) % 24.81/4.17 $i(xsd_string_1) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.17 xsd_string_1) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.17 cAmphisbaenidae(v0) = v2)) & ! [v0: $i] : ( ~ (cAmphisbaenidae(v0) = 0) | % 24.81/4.17 ~ $i(v0) | rfamily_name(v0, xsd_string_1) = 0) % 24.81/4.17 % 24.81/4.17 (axiom_60) % 24.81/4.17 ~ (xsd_string_3 = xsd_string_2) & $i(xsd_string_3) & $i(xsd_string_2) % 24.81/4.17 % 24.81/4.17 (axiom_61) % 24.81/4.17 ~ (xsd_string_4 = xsd_string_2) & $i(xsd_string_4) & $i(xsd_string_2) % 24.81/4.17 % 24.81/4.17 (axiom_62) % 24.81/4.17 ~ (xsd_string_5 = xsd_string_2) & $i(xsd_string_5) & $i(xsd_string_2) % 24.81/4.17 % 24.81/4.17 (axiom_63) % 24.81/4.17 ~ (xsd_string_6 = xsd_string_2) & $i(xsd_string_6) & $i(xsd_string_2) % 24.81/4.17 % 24.81/4.17 (axiom_64) % 24.81/4.17 ~ (xsd_string_7 = xsd_string_2) & $i(xsd_string_7) & $i(xsd_string_2) % 24.81/4.17 % 24.81/4.17 (axiom_65) % 24.81/4.17 ~ (xsd_string_8 = xsd_string_2) & $i(xsd_string_8) & $i(xsd_string_2) % 24.81/4.17 % 24.81/4.17 (axiom_66) % 24.81/4.17 ~ (xsd_string_9 = xsd_string_2) & $i(xsd_string_9) & $i(xsd_string_2) % 24.81/4.18 % 24.81/4.18 (axiom_67) % 24.81/4.18 ~ (xsd_string_10 = xsd_string_2) & $i(xsd_string_10) & $i(xsd_string_2) % 24.81/4.18 % 24.81/4.18 (axiom_68) % 24.81/4.18 ~ (xsd_string_11 = xsd_string_2) & $i(xsd_string_11) & $i(xsd_string_2) % 24.81/4.18 % 24.81/4.18 (axiom_69) % 24.81/4.18 ~ (xsd_string_4 = xsd_string_3) & $i(xsd_string_4) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_7) % 24.81/4.18 ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cReptile(v0) = v1) | ~ $i(v0) | ? % 24.81/4.18 [v2: int] : ( ~ (v2 = 0) & cAmphisbaenidae(v0) = v2)) & ! [v0: $i] : ( ~ % 24.81/4.18 (cAmphisbaenidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 24.81/4.18 % 24.81/4.18 (axiom_70) % 24.81/4.18 ~ (xsd_string_5 = xsd_string_3) & $i(xsd_string_5) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_71) % 24.81/4.18 ~ (xsd_string_6 = xsd_string_3) & $i(xsd_string_6) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_72) % 24.81/4.18 ~ (xsd_string_7 = xsd_string_3) & $i(xsd_string_7) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_73) % 24.81/4.18 ~ (xsd_string_8 = xsd_string_3) & $i(xsd_string_8) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_74) % 24.81/4.18 ~ (xsd_string_9 = xsd_string_3) & $i(xsd_string_9) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_75) % 24.81/4.18 ~ (xsd_string_10 = xsd_string_3) & $i(xsd_string_10) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_76) % 24.81/4.18 ~ (xsd_string_11 = xsd_string_3) & $i(xsd_string_11) & $i(xsd_string_3) % 24.81/4.18 % 24.81/4.18 (axiom_77) % 24.81/4.18 ~ (xsd_string_5 = xsd_string_4) & $i(xsd_string_5) & $i(xsd_string_4) % 24.81/4.18 % 24.81/4.18 (axiom_78) % 24.81/4.18 ~ (xsd_string_6 = xsd_string_4) & $i(xsd_string_6) & $i(xsd_string_4) % 24.81/4.18 % 24.81/4.18 (axiom_79) % 24.81/4.18 ~ (xsd_string_7 = xsd_string_4) & $i(xsd_string_7) & $i(xsd_string_4) % 24.81/4.18 % 24.81/4.18 (axiom_80) % 24.81/4.18 ~ (xsd_string_8 = xsd_string_4) & $i(xsd_string_8) & $i(xsd_string_4) % 24.81/4.18 % 24.81/4.18 (axiom_81) % 24.81/4.18 ~ (xsd_string_9 = xsd_string_4) & $i(xsd_string_9) & $i(xsd_string_4) % 24.81/4.18 % 24.81/4.18 (axiom_82) % 24.81/4.18 ~ (xsd_string_10 = xsd_string_4) & $i(xsd_string_10) & $i(xsd_string_4) % 24.81/4.18 % 24.81/4.18 (axiom_83) % 24.81/4.18 ~ (xsd_string_11 = xsd_string_4) & $i(xsd_string_11) & $i(xsd_string_4) % 24.81/4.18 % 24.81/4.18 (axiom_84) % 24.81/4.18 ~ (xsd_string_6 = xsd_string_5) & $i(xsd_string_6) & $i(xsd_string_5) % 24.81/4.18 % 24.81/4.18 (axiom_85) % 24.81/4.18 ~ (xsd_string_7 = xsd_string_5) & $i(xsd_string_7) & $i(xsd_string_5) % 24.81/4.18 % 24.81/4.18 (axiom_86) % 24.81/4.18 ~ (xsd_string_8 = xsd_string_5) & $i(xsd_string_8) & $i(xsd_string_5) % 24.81/4.18 % 24.81/4.18 (axiom_87) % 24.81/4.18 ~ (xsd_string_9 = xsd_string_5) & $i(xsd_string_9) & $i(xsd_string_5) % 24.81/4.18 % 24.81/4.18 (axiom_88) % 24.81/4.18 ~ (xsd_string_10 = xsd_string_5) & $i(xsd_string_10) & $i(xsd_string_5) % 24.81/4.18 % 24.81/4.18 (axiom_89) % 24.81/4.18 ~ (xsd_string_11 = xsd_string_5) & $i(xsd_string_11) & $i(xsd_string_5) % 24.81/4.18 % 24.81/4.18 (axiom_9) % 24.81/4.18 $i(xsd_string_2) & ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (rfamily_name(v0, % 24.81/4.18 xsd_string_2) = v1) | ~ $i(v0) | ? [v2: int] : ( ~ (v2 = 0) & % 24.81/4.18 cAnomalepidae(v0) = v2)) & ! [v0: $i] : ( ~ (cAnomalepidae(v0) = 0) | ~ % 24.81/4.18 $i(v0) | rfamily_name(v0, xsd_string_2) = 0) % 24.81/4.18 % 24.81/4.18 (axiom_90) % 24.81/4.18 ~ (xsd_string_7 = xsd_string_6) & $i(xsd_string_7) & $i(xsd_string_6) % 24.81/4.18 % 24.81/4.18 (axiom_91) % 24.81/4.18 ~ (xsd_string_8 = xsd_string_6) & $i(xsd_string_8) & $i(xsd_string_6) % 24.81/4.18 % 24.81/4.18 (axiom_92) % 24.81/4.18 ~ (xsd_string_9 = xsd_string_6) & $i(xsd_string_9) & $i(xsd_string_6) % 24.81/4.18 % 24.81/4.18 (axiom_93) % 24.81/4.18 ~ (xsd_string_10 = xsd_string_6) & $i(xsd_string_10) & $i(xsd_string_6) % 24.81/4.18 % 24.81/4.18 (axiom_94) % 24.81/4.18 ~ (xsd_string_11 = xsd_string_6) & $i(xsd_string_11) & $i(xsd_string_6) % 24.81/4.18 % 24.81/4.18 (axiom_95) % 24.81/4.18 ~ (xsd_string_8 = xsd_string_7) & $i(xsd_string_8) & $i(xsd_string_7) % 24.81/4.18 % 24.81/4.18 (axiom_96) % 24.81/4.18 ~ (xsd_string_9 = xsd_string_7) & $i(xsd_string_9) & $i(xsd_string_7) % 24.81/4.18 % 24.81/4.18 (axiom_97) % 24.81/4.18 ~ (xsd_string_10 = xsd_string_7) & $i(xsd_string_10) & $i(xsd_string_7) % 24.81/4.19 % 24.81/4.19 (axiom_98) % 24.81/4.19 ~ (xsd_string_11 = xsd_string_7) & $i(xsd_string_11) & $i(xsd_string_7) % 24.81/4.19 % 24.81/4.19 (axiom_99) % 24.81/4.19 ~ (xsd_string_9 = xsd_string_8) & $i(xsd_string_9) & $i(xsd_string_8) % 24.81/4.19 % 24.81/4.19 (the_axiom) % 25.08/4.20 ? [v0: $i] : ? [v1: int] : ? [v2: int] : ? [v3: $i] : ? [v4: int] : ? % 25.08/4.20 [v5: int] : ? [v6: $i] : ? [v7: int] : ? [v8: int] : ? [v9: $i] : ? [v10: % 25.08/4.20 int] : ? [v11: int] : ? [v12: $i] : ? [v13: int] : ? [v14: int] : ? % 25.08/4.20 [v15: $i] : ? [v16: int] : ? [v17: int] : ? [v18: $i] : ? [v19: int] : ? % 25.08/4.20 [v20: int] : ? [v21: $i] : ? [v22: int] : ? [v23: int] : ? [v24: $i] : ? % 25.08/4.20 [v25: int] : ? [v26: int] : ? [v27: $i] : ? [v28: int] : ? [v29: int] : ? % 25.08/4.21 [v30: $i] : ? [v31: int] : ? [v32: int] : ? [v33: $i] : ? [v34: int] : ? % 25.08/4.21 [v35: int] : ? [v36: $i] : ? [v37: int] : ? [v38: int] : ? [v39: $i] : ? % 25.08/4.21 [v40: int] : ? [v41: int] : ? [v42: $i] : ? [v43: int] : ? [v44: int] : ? % 25.08/4.21 [v45: $i] : ? [v46: int] : ? [v47: int] : ? [v48: $i] : ? [v49: int] : ? % 25.08/4.21 [v50: int] : ? [v51: $i] : ? [v52: int] : ? [v53: int] : ? [v54: $i] : ? % 25.08/4.21 [v55: int] : ? [v56: int] : ? [v57: $i] : ? [v58: int] : ? [v59: int] : ? % 25.08/4.21 [v60: $i] : ? [v61: int] : ? [v62: int] : ? [v63: $i] : ? [v64: int] : ? % 25.08/4.21 [v65: int] : ? [v66: $i] : ? [v67: int] : ? [v68: int] : ? [v69: $i] : ? % 25.08/4.21 [v70: int] : ? [v71: int] : ? [v72: $i] : ? [v73: int] : ? [v74: int] : ? % 25.08/4.21 [v75: $i] : ? [v76: int] : ? [v77: int] : ? [v78: $i] : ? [v79: int] : ? % 25.08/4.21 [v80: int] : ? [v81: $i] : ? [v82: int] : ? [v83: int] : ? [v84: $i] : ? % 25.08/4.21 [v85: int] : ? [v86: int] : ? [v87: $i] : ? [v88: int] : ? [v89: int] : ? % 25.08/4.21 [v90: $i] : ? [v91: int] : ? [v92: int] : ? [v93: $i] : ? [v94: int] : ? % 25.08/4.21 [v95: int] : ? [v96: $i] : ? [v97: int] : ? [v98: int] : ? [v99: $i] : ? % 25.08/4.21 [v100: int] : ? [v101: int] : ? [v102: $i] : ? [v103: int] : ? [v104: int] % 25.08/4.21 : ? [v105: $i] : ? [v106: int] : ? [v107: int] : ? [v108: $i] : ? [v109: % 25.08/4.21 int] : ? [v110: int] : ? [v111: $i] : ? [v112: int] : ? [v113: int] : ? % 25.08/4.21 [v114: $i] : ? [v115: int] : ? [v116: int] : ? [v117: $i] : ? [v118: int] % 25.08/4.21 : ? [v119: int] : ? [v120: $i] : ? [v121: int] : ? [v122: int] : ? [v123: % 25.08/4.21 $i] : ? [v124: int] : ? [v125: int] : ? [v126: $i] : ? [v127: int] : ? % 25.08/4.21 [v128: int] : ? [v129: $i] : ? [v130: int] : ? [v131: int] : ? [v132: $i] % 25.08/4.21 : ? [v133: int] : ? [v134: int] : ? [v135: $i] : ? [v136: int] : ? [v137: % 25.08/4.21 int] : ? [v138: $i] : ? [v139: int] : ? [v140: int] : ? [v141: $i] : ? % 25.08/4.21 [v142: int] : ? [v143: int] : ? [v144: $i] : ? [v145: int] : ? [v146: int] % 25.08/4.21 : ? [v147: $i] : ? [v148: int] : ? [v149: int] : ? [v150: $i] : ? [v151: % 25.08/4.21 int] : ? [v152: int] : ? [v153: $i] : ? [v154: int] : ? [v155: int] : ? % 25.08/4.21 [v156: $i] : ? [v157: int] : ? [v158: int] : ? [v159: $i] : ? [v160: int] % 25.08/4.21 : ? [v161: int] : ? [v162: $i] : ? [v163: int] : ? [v164: int] : ? [v165: % 25.08/4.21 $i] : ? [v166: int] : ? [v167: int] : ? [v168: $i] : ? [v169: int] : ? % 25.08/4.21 [v170: int] : ? [v171: $i] : ? [v172: int] : ? [v173: int] : ? [v174: $i] % 25.08/4.21 : ? [v175: int] : ? [v176: int] : ? [v177: $i] : ? [v178: int] : ? [v179: % 25.08/4.21 int] : ? [v180: $i] : ? [v181: int] : ? [v182: int] : ? [v183: $i] : ? % 25.08/4.21 [v184: int] : ? [v185: int] : ? [v186: $i] : ? [v187: int] : ? [v188: int] % 25.08/4.21 : ? [v189: $i] : ? [v190: int] : ? [v191: int] : ? [v192: $i] : ? [v193: % 25.08/4.21 int] : ? [v194: int] : ? [v195: $i] : ? [v196: int] : ? [v197: int] : ? % 25.08/4.21 [v198: $i] : ? [v199: any] : ? [v200: any] : ? [v201: $i] : ? [v202: any] % 25.08/4.21 : ? [v203: any] : ($i(v201) & $i(v198) & $i(v195) & $i(v192) & $i(v189) & % 25.08/4.21 $i(v186) & $i(v183) & $i(v180) & $i(v177) & $i(v174) & $i(v171) & $i(v168) & % 25.08/4.21 $i(v165) & $i(v162) & $i(v159) & $i(v156) & $i(v153) & $i(v150) & $i(v147) & % 25.08/4.21 $i(v144) & $i(v141) & $i(v138) & $i(v135) & $i(v132) & $i(v129) & $i(v126) & % 25.08/4.21 $i(v123) & $i(v120) & $i(v117) & $i(v114) & $i(v111) & $i(v108) & $i(v105) & % 25.08/4.21 $i(v102) & $i(v99) & $i(v96) & $i(v93) & $i(v90) & $i(v87) & $i(v84) & % 25.08/4.21 $i(v81) & $i(v78) & $i(v75) & $i(v72) & $i(v69) & $i(v66) & $i(v63) & % 25.08/4.21 $i(v60) & $i(v57) & $i(v54) & $i(v51) & $i(v48) & $i(v45) & $i(v42) & % 25.08/4.21 $i(v39) & $i(v36) & $i(v33) & $i(v30) & $i(v27) & $i(v24) & $i(v21) & % 25.08/4.21 $i(v18) & $i(v15) & $i(v12) & $i(v9) & $i(v6) & $i(v3) & $i(v0) & ((v197 = 0 % 25.08/4.21 & v196 = 0 & cLeptotyphlopidae(v195) = 0 & cBipedidae(v195) = 0) | (v194 % 25.08/4.21 = 0 & v193 = 0 & cBipedidae(v192) = 0 & cAnomalepidae(v192) = 0) | (v191 % 25.08/4.21 = 0 & v190 = 0 & cLeptotyphlopidae(v189) = 0 & cGekkonidae(v189) = 0) | % 25.08/4.21 (v188 = 0 & v187 = 0 & cSphenodontidae(v186) = 0 & cAmphisbaenidae(v186) = % 25.08/4.21 0) | (v185 = 0 & v184 = 0 & cCrocodylidae(v183) = 0 & cBipedidae(v183) = % 25.08/4.21 0) | (v182 = 0 & v181 = 0 & cGekkonidae(v180) = 0 & cBipedidae(v180) = % 25.08/4.21 0) | (v179 = 0 & v178 = 0 & cSphenodontidae(v177) = 0 & cBipedidae(v177) % 25.08/4.21 = 0) | (v176 = 0 & v175 = 0 & cGekkonidae(v174) = 0 & % 25.08/4.21 cCrocodylidae(v174) = 0) | (v173 = 0 & v172 = 0 & cSphenodontidae(v171) % 25.08/4.21 = 0 & cGekkonidae(v171) = 0) | (v170 = 0 & v169 = 0 & % 25.08/4.21 cSphenodontidae(v168) = 0 & cAgamidae(v168) = 0) | (v167 = 0 & v166 = 0 % 25.08/4.21 & cCrocodylidae(v165) = 0 & cAnomalepidae(v165) = 0) | (v164 = 0 & v163 % 25.08/4.21 = 0 & cEmydidae(v162) = 0 & cCrocodylidae(v162) = 0) | (v161 = 0 & v160 % 25.08/4.21 = 0 & cLoxocemidae(v159) = 0 & cAmphisbaenidae(v159) = 0) | (v158 = 0 & % 25.08/4.21 v157 = 0 & cLeptotyphlopidae(v156) = 0 & cAgamidae(v156) = 0) | (v155 = % 25.08/4.21 0 & v154 = 0 & cCrocodylidae(v153) = 0 & cAmphisbaenidae(v153) = 0) | % 25.08/4.21 (v152 = 0 & v151 = 0 & cLoxocemidae(v150) = 0 & cCrocodylidae(v150) = 0) | % 25.08/4.21 (v149 = 0 & v148 = 0 & cXantusiidae(v147) = 0 & cCrocodylidae(v147) = 0) | % 25.08/4.21 (v146 = 0 & v145 = 0 & cEmydidae(v144) = 0 & cBipedidae(v144) = 0) | (v143 % 25.08/4.21 = 0 & v142 = 0 & cEmydidae(v141) = 0 & cAmphisbaenidae(v141) = 0) | % 25.08/4.21 (v140 = 0 & v139 = 0 & cCrocodylidae(v138) = 0 & cAgamidae(v138) = 0) | % 25.08/4.21 (v137 = 0 & v136 = 0 & cXantusiidae(v135) = 0 & cLoxocemidae(v135) = 0) | % 25.08/4.21 (v134 = 0 & v133 = 0 & cXantusiidae(v132) = 0 & cEmydidae(v132) = 0) | % 25.08/4.21 (v131 = 0 & v130 = 0 & cLoxocemidae(v129) = 0 & cBipedidae(v129) = 0) | % 25.08/4.21 (v128 = 0 & v127 = 0 & cBipedidae(v126) = 0 & cAgamidae(v126) = 0) | (v125 % 25.08/4.21 = 0 & v124 = 0 & cGekkonidae(v123) = 0 & cAmphisbaenidae(v123) = 0) | % 25.08/4.21 (v122 = 0 & v121 = 0 & cLeptotyphlopidae(v120) = 0 & cCrocodylidae(v120) = % 25.08/4.21 0) | (v119 = 0 & v118 = 0 & cSphenodontidae(v117) = 0 & % 25.08/4.21 cCordylidae(v117) = 0) | (v116 = 0 & v115 = 0 & cCordylidae(v114) = 0 & % 25.08/4.21 cAmphisbaenidae(v114) = 0) | (v113 = 0 & v112 = 0 & cLoxocemidae(v111) = % 25.08/4.21 0 & cCordylidae(v111) = 0) | (v110 = 0 & v109 = 0 & cGekkonidae(v108) = % 25.08/4.21 0 & cCordylidae(v108) = 0) | (v107 = 0 & v106 = 0 & cXantusiidae(v105) = % 25.08/4.21 0 & cAgamidae(v105) = 0) | (v104 = 0 & v103 = 0 & cCordylidae(v102) = 0 % 25.08/4.21 & cAnomalepidae(v102) = 0) | (v101 = 0 & v100 = 0 & cEmydidae(v99) = 0 & % 25.08/4.21 cAgamidae(v99) = 0) | (v98 = 0 & v97 = 0 & cEmydidae(v96) = 0 & % 25.08/4.21 cCordylidae(v96) = 0) | (v95 = 0 & v94 = 0 & cLoxocemidae(v93) = 0 & % 25.08/4.21 cAgamidae(v93) = 0) | (v92 = 0 & v91 = 0 & cXantusiidae(v90) = 0 & % 25.08/4.21 cGekkonidae(v90) = 0) | (v89 = 0 & v88 = 0 & cXantusiidae(v87) = 0 & % 25.08/4.21 cBipedidae(v87) = 0) | (v86 = 0 & v85 = 0 & cEmydidae(v84) = 0 & % 25.08/4.21 cAnomalepidae(v84) = 0) | (v83 = 0 & v82 = 0 & cXantusiidae(v81) = 0 & % 25.08/4.21 cSphenodontidae(v81) = 0) | (v80 = 0 & v79 = 0 & cLeptotyphlopidae(v78) % 25.08/4.21 = 0 & cAmphisbaenidae(v78) = 0) | (v77 = 0 & v76 = 0 & % 25.08/4.21 cSphenodontidae(v75) = 0 & cEmydidae(v75) = 0) | (v74 = 0 & v73 = 0 & % 25.08/4.21 cLeptotyphlopidae(v72) = 0 & cCordylidae(v72) = 0) | (v71 = 0 & v70 = 0 % 25.08/4.21 & cGekkonidae(v69) = 0 & cAnomalepidae(v69) = 0) | (v68 = 0 & v67 = 0 & % 25.08/4.21 cCordylidae(v66) = 0 & cBipedidae(v66) = 0) | (v65 = 0 & v64 = 0 & % 25.08/4.21 cBipedidae(v63) = 0 & cAmphisbaenidae(v63) = 0) | (v62 = 0 & v61 = 0 & % 25.08/4.21 cXantusiidae(v60) = 0 & cCordylidae(v60) = 0) | (v59 = 0 & v58 = 0 & % 25.08/4.21 cAnomalepidae(v57) = 0 & cAgamidae(v57) = 0) | (v56 = 0 & v55 = 0 & % 25.08/4.21 cSphenodontidae(v54) = 0 & cCrocodylidae(v54) = 0) | (v53 = 0 & v52 = 0 % 25.08/4.21 & cXantusiidae(v51) = 0 & cAmphisbaenidae(v51) = 0) | (v50 = 0 & v49 = 0 % 25.08/4.21 & cGekkonidae(v48) = 0 & cEmydidae(v48) = 0) | (v47 = 0 & v46 = 0 & % 25.08/4.21 cSphenodontidae(v45) = 0 & cLoxocemidae(v45) = 0) | (v44 = 0 & v43 = 0 & % 25.08/4.21 cLeptotyphlopidae(v42) = 0 & cEmydidae(v42) = 0) | (v41 = 0 & v40 = 0 & % 25.08/4.21 cAnomalepidae(v39) = 0 & cAmphisbaenidae(v39) = 0) | (v38 = 0 & v37 = 0 % 25.08/4.21 & cLoxocemidae(v36) = 0 & cGekkonidae(v36) = 0) | (v35 = 0 & v34 = 0 & % 25.08/4.21 cLoxocemidae(v33) = 0 & cAnomalepidae(v33) = 0) | (v32 = 0 & v31 = 0 & % 25.08/4.21 cLeptotyphlopidae(v30) = 0 & cAnomalepidae(v30) = 0) | (v29 = 0 & v28 = % 25.08/4.21 0 & cCrocodylidae(v27) = 0 & cCordylidae(v27) = 0) | (v26 = 0 & v25 = 0 % 25.08/4.21 & cXantusiidae(v24) = 0 & cAnomalepidae(v24) = 0) | (v23 = 0 & v22 = 0 & % 25.08/4.21 cSphenodontidae(v21) = 0 & cAnomalepidae(v21) = 0) | (v20 = 0 & v19 = 0 % 25.08/4.21 & cXantusiidae(v18) = 0 & cLeptotyphlopidae(v18) = 0) | (v17 = 0 & v16 = % 25.08/4.21 0 & cGekkonidae(v15) = 0 & cAgamidae(v15) = 0) | (v14 = 0 & v13 = 0 & % 25.08/4.21 cCordylidae(v12) = 0 & cAgamidae(v12) = 0) | (v11 = 0 & v10 = 0 & % 25.08/4.21 cLoxocemidae(v9) = 0 & cLeptotyphlopidae(v9) = 0) | (v8 = 0 & v7 = 0 & % 25.08/4.21 cLoxocemidae(v6) = 0 & cEmydidae(v6) = 0) | (v5 = 0 & v4 = 0 & % 25.08/4.21 cSphenodontidae(v3) = 0 & cLeptotyphlopidae(v3) = 0) | (v2 = 0 & v1 = 0 % 25.08/4.21 & cAmphisbaenidae(v0) = 0 & cAgamidae(v0) = 0) | (xsd_string(v198) = % 25.08/4.21 v199 & xsd_integer(v198) = v200 & ((v200 = 0 & v199 = 0) | ( ~ (v200 = % 25.08/4.21 0) & ~ (v199 = 0)))) | (cowlThing(v201) = v202 & % 25.08/4.21 cowlNothing(v201) = v203 & ( ~ (v202 = 0) | v203 = 0)))) % 25.08/4.21 % 25.08/4.21 (function-axioms) % 25.08/4.21 ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : ! % 25.08/4.21 [v3: $i] : (v1 = v0 | ~ (rfamily_name(v3, v2) = v1) | ~ (rfamily_name(v3, % 25.08/4.21 v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : % 25.08/4.21 ! [v2: $i] : (v1 = v0 | ~ (xsd_string(v2) = v1) | ~ (xsd_string(v2) = v0)) & % 25.08/4.21 ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : (v1 = % 25.08/4.21 v0 | ~ (xsd_integer(v2) = v1) | ~ (xsd_integer(v2) = v0)) & ! [v0: % 25.08/4.21 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : (v1 = v0 | % 25.08/4.21 ~ (cowlThing(v2) = v1) | ~ (cowlThing(v2) = v0)) & ! [v0: % 25.08/4.21 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : (v1 = v0 | % 25.08/4.21 ~ (cowlNothing(v2) = v1) | ~ (cowlNothing(v2) = v0)) & ! [v0: % 25.08/4.21 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : (v1 = v0 | % 25.08/4.21 ~ (cXantusiidae(v2) = v1) | ~ (cXantusiidae(v2) = v0)) & ! [v0: % 25.08/4.21 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : (v1 = v0 | % 25.08/4.21 ~ (cSphenodontidae(v2) = v1) | ~ (cSphenodontidae(v2) = v0)) & ! [v0: % 25.08/4.21 MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : (v1 = v0 | % 25.08/4.21 ~ (cReptile(v2) = v1) | ~ (cReptile(v2) = v0)) & ! [v0: MultipleValueBool] % 25.08/4.21 : ! [v1: MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cLoxocemidae(v2) = % 25.08/4.21 v1) | ~ (cLoxocemidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cLeptotyphlopidae(v2) = % 25.08/4.21 v1) | ~ (cLeptotyphlopidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! % 25.08/4.21 [v1: MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cGekkonidae(v2) = v1) | % 25.08/4.21 ~ (cGekkonidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cEmydidae(v2) = v1) | ~ % 25.08/4.21 (cEmydidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cCrocodylidae(v2) = v1) | % 25.08/4.21 ~ (cCrocodylidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cCordylidae(v2) = v1) | ~ % 25.08/4.21 (cCordylidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cBipedidae(v2) = v1) | ~ % 25.08/4.21 (cBipedidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cAnomalepidae(v2) = v1) | % 25.08/4.21 ~ (cAnomalepidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cAmphisbaenidae(v2) = v1) % 25.08/4.21 | ~ (cAmphisbaenidae(v2) = v0)) & ! [v0: MultipleValueBool] : ! [v1: % 25.08/4.21 MultipleValueBool] : ! [v2: $i] : (v1 = v0 | ~ (cAgamidae(v2) = v1) | ~ % 25.08/4.21 (cAgamidae(v2) = v0)) % 25.08/4.21 % 25.08/4.21 Further assumptions not needed in the proof: % 25.08/4.21 -------------------------------------------- % 25.08/4.21 axiom_11, axiom_14, axiom_17, axiom_2, axiom_20, axiom_23, axiom_26, axiom_29, % 25.08/4.21 axiom_33, axiom_36, axiom_4, axiom_5, axiom_8, cAgamidae_substitution_1, % 25.08/4.21 cAmphisbaenidae_substitution_1, cAnomalepidae_substitution_1, % 25.08/4.21 cBipedidae_substitution_1, cCordylidae_substitution_1, % 25.08/4.21 cCrocodylidae_substitution_1, cEmydidae_substitution_1, % 25.08/4.21 cGekkonidae_substitution_1, cLeptotyphlopidae_substitution_1, % 25.08/4.21 cLoxocemidae_substitution_1, cReptile_substitution_1, % 25.08/4.21 cSphenodontidae_substitution_1, cXantusiidae_substitution_1, % 25.08/4.21 cowlNothing_substitution_1, cowlThing_substitution_1, % 25.08/4.21 rfamily_name_substitution_1, rfamily_name_substitution_2, % 25.08/4.21 xsd_integer_substitution_1, xsd_string_substitution_1 % 25.08/4.21 % 25.08/4.21 Those formulas are unsatisfiable: % 25.08/4.21 --------------------------------- % 25.08/4.21 % 25.08/4.21 Begin of proof % 25.08/4.21 | % 25.08/4.21 | ALPHA: (axiom_0) implies: % 25.08/4.22 | (1) ! [v0: $i] : ( ~ (cowlNothing(v0) = 0) | ~ $i(v0)) % 25.08/4.22 | (2) ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (cowlThing(v0) = v1) | ~ % 25.08/4.22 | $i(v0)) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_1) implies: % 25.08/4.22 | (3) ! [v0: $i] : ( ~ (xsd_string(v0) = 0) | ~ $i(v0) | ? [v1: int] : ( ~ % 25.08/4.22 | (v1 = 0) & xsd_integer(v0) = v1)) % 25.08/4.22 | (4) ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (xsd_integer(v0) = v1) | ~ % 25.08/4.22 | $i(v0) | xsd_string(v0) = 0) % 25.08/4.22 | (5) ! [v0: $i] : ! [v1: int] : (v1 = 0 | ~ (xsd_string(v0) = v1) | ~ % 25.08/4.22 | $i(v0) | xsd_integer(v0) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_3) implies: % 25.08/4.22 | (6) ! [v0: $i] : ( ~ (cAgamidae(v0) = 0) | ~ $i(v0) | rfamily_name(v0, % 25.08/4.22 | xsd_string_0) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_6) implies: % 25.08/4.22 | (7) ! [v0: $i] : ( ~ (cAmphisbaenidae(v0) = 0) | ~ $i(v0) | % 25.08/4.22 | rfamily_name(v0, xsd_string_1) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_7) implies: % 25.08/4.22 | (8) ! [v0: $i] : ( ~ (cAmphisbaenidae(v0) = 0) | ~ $i(v0) | cReptile(v0) % 25.08/4.22 | = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_9) implies: % 25.08/4.22 | (9) ! [v0: $i] : ( ~ (cAnomalepidae(v0) = 0) | ~ $i(v0) | % 25.08/4.22 | rfamily_name(v0, xsd_string_2) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_10) implies: % 25.08/4.22 | (10) ! [v0: $i] : ( ~ (cAnomalepidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = % 25.08/4.22 | 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_12) implies: % 25.08/4.22 | (11) ! [v0: $i] : ( ~ (cBipedidae(v0) = 0) | ~ $i(v0) | rfamily_name(v0, % 25.08/4.22 | xsd_string_3) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_13) implies: % 25.08/4.22 | (12) ! [v0: $i] : ( ~ (cBipedidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_15) implies: % 25.08/4.22 | (13) ! [v0: $i] : ( ~ (cCordylidae(v0) = 0) | ~ $i(v0) | rfamily_name(v0, % 25.08/4.22 | xsd_string_4) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_16) implies: % 25.08/4.22 | (14) ! [v0: $i] : ( ~ (cCordylidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = % 25.08/4.22 | 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_18) implies: % 25.08/4.22 | (15) ! [v0: $i] : ( ~ (cCrocodylidae(v0) = 0) | ~ $i(v0) | % 25.08/4.22 | rfamily_name(v0, xsd_string_5) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_19) implies: % 25.08/4.22 | (16) ! [v0: $i] : ( ~ (cCrocodylidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = % 25.08/4.22 | 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_21) implies: % 25.08/4.22 | (17) ! [v0: $i] : ( ~ (cEmydidae(v0) = 0) | ~ $i(v0) | rfamily_name(v0, % 25.08/4.22 | xsd_string_6) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_22) implies: % 25.08/4.22 | (18) ! [v0: $i] : ( ~ (cEmydidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_24) implies: % 25.08/4.22 | (19) ! [v0: $i] : ( ~ (cGekkonidae(v0) = 0) | ~ $i(v0) | rfamily_name(v0, % 25.08/4.22 | xsd_string_7) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_25) implies: % 25.08/4.22 | (20) ! [v0: $i] : ( ~ (cGekkonidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = % 25.08/4.22 | 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_27) implies: % 25.08/4.22 | (21) ! [v0: $i] : ( ~ (cLeptotyphlopidae(v0) = 0) | ~ $i(v0) | % 25.08/4.22 | rfamily_name(v0, xsd_string_8) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_28) implies: % 25.08/4.22 | (22) ! [v0: $i] : ( ~ (cLeptotyphlopidae(v0) = 0) | ~ $i(v0) | % 25.08/4.22 | cReptile(v0) = 0) % 25.08/4.22 | % 25.08/4.22 | ALPHA: (axiom_30) implies: % 25.08/4.23 | (23) ! [v0: $i] : ( ~ (cLoxocemidae(v0) = 0) | ~ $i(v0) | % 25.08/4.23 | rfamily_name(v0, xsd_string_9) = 0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_31) implies: % 25.08/4.23 | (24) ! [v0: $i] : ( ~ (cLoxocemidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = % 25.08/4.23 | 0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_32) implies: % 25.08/4.23 | (25) ! [v0: $i] : ! [v1: $i] : ! [v2: $i] : (v2 = v1 | ~ % 25.08/4.23 | (rfamily_name(v0, v2) = 0) | ~ (rfamily_name(v0, v1) = 0) | ~ % 25.08/4.23 | (cReptile(v0) = 0) | ~ $i(v2) | ~ $i(v1) | ~ $i(v0)) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_34) implies: % 25.08/4.23 | (26) ! [v0: $i] : ( ~ (cSphenodontidae(v0) = 0) | ~ $i(v0) | % 25.08/4.23 | rfamily_name(v0, xsd_string_10) = 0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_35) implies: % 25.08/4.23 | (27) ! [v0: $i] : ( ~ (cSphenodontidae(v0) = 0) | ~ $i(v0) | cReptile(v0) % 25.08/4.23 | = 0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_37) implies: % 25.08/4.23 | (28) ! [v0: $i] : ( ~ (cXantusiidae(v0) = 0) | ~ $i(v0) | % 25.08/4.23 | rfamily_name(v0, xsd_string_11) = 0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_38) implies: % 25.08/4.23 | (29) ! [v0: $i] : ( ~ (cXantusiidae(v0) = 0) | ~ $i(v0) | cReptile(v0) = % 25.08/4.23 | 0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_39) implies: % 25.08/4.23 | (30) ~ (xsd_string_1 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_40) implies: % 25.08/4.23 | (31) ~ (xsd_string_2 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_41) implies: % 25.08/4.23 | (32) ~ (xsd_string_3 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_42) implies: % 25.08/4.23 | (33) ~ (xsd_string_4 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_43) implies: % 25.08/4.23 | (34) ~ (xsd_string_5 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_44) implies: % 25.08/4.23 | (35) ~ (xsd_string_6 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_45) implies: % 25.08/4.23 | (36) ~ (xsd_string_7 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_46) implies: % 25.08/4.23 | (37) ~ (xsd_string_8 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_47) implies: % 25.08/4.23 | (38) ~ (xsd_string_9 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_48) implies: % 25.08/4.23 | (39) ~ (xsd_string_10 = xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_49) implies: % 25.08/4.23 | (40) ~ (xsd_string_11 = xsd_string_0) % 25.08/4.23 | (41) $i(xsd_string_0) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_50) implies: % 25.08/4.23 | (42) ~ (xsd_string_2 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_51) implies: % 25.08/4.23 | (43) ~ (xsd_string_3 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_52) implies: % 25.08/4.23 | (44) ~ (xsd_string_4 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_53) implies: % 25.08/4.23 | (45) ~ (xsd_string_5 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_54) implies: % 25.08/4.23 | (46) ~ (xsd_string_6 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_55) implies: % 25.08/4.23 | (47) ~ (xsd_string_7 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_56) implies: % 25.08/4.23 | (48) ~ (xsd_string_8 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_57) implies: % 25.08/4.23 | (49) ~ (xsd_string_9 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_58) implies: % 25.08/4.23 | (50) ~ (xsd_string_10 = xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_59) implies: % 25.08/4.23 | (51) ~ (xsd_string_11 = xsd_string_1) % 25.08/4.23 | (52) $i(xsd_string_1) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_60) implies: % 25.08/4.23 | (53) ~ (xsd_string_3 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_61) implies: % 25.08/4.23 | (54) ~ (xsd_string_4 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_62) implies: % 25.08/4.23 | (55) ~ (xsd_string_5 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_63) implies: % 25.08/4.23 | (56) ~ (xsd_string_6 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_64) implies: % 25.08/4.23 | (57) ~ (xsd_string_7 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_65) implies: % 25.08/4.23 | (58) ~ (xsd_string_8 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_66) implies: % 25.08/4.23 | (59) ~ (xsd_string_9 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_67) implies: % 25.08/4.23 | (60) ~ (xsd_string_10 = xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_68) implies: % 25.08/4.23 | (61) ~ (xsd_string_11 = xsd_string_2) % 25.08/4.23 | (62) $i(xsd_string_2) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_69) implies: % 25.08/4.23 | (63) ~ (xsd_string_4 = xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_70) implies: % 25.08/4.23 | (64) ~ (xsd_string_5 = xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_71) implies: % 25.08/4.23 | (65) ~ (xsd_string_6 = xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_72) implies: % 25.08/4.23 | (66) ~ (xsd_string_7 = xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_73) implies: % 25.08/4.23 | (67) ~ (xsd_string_8 = xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_74) implies: % 25.08/4.23 | (68) ~ (xsd_string_9 = xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_75) implies: % 25.08/4.23 | (69) ~ (xsd_string_10 = xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_76) implies: % 25.08/4.23 | (70) ~ (xsd_string_11 = xsd_string_3) % 25.08/4.23 | (71) $i(xsd_string_3) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_77) implies: % 25.08/4.23 | (72) ~ (xsd_string_5 = xsd_string_4) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_78) implies: % 25.08/4.23 | (73) ~ (xsd_string_6 = xsd_string_4) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_79) implies: % 25.08/4.23 | (74) ~ (xsd_string_7 = xsd_string_4) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_80) implies: % 25.08/4.23 | (75) ~ (xsd_string_8 = xsd_string_4) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_81) implies: % 25.08/4.23 | (76) ~ (xsd_string_9 = xsd_string_4) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_82) implies: % 25.08/4.23 | (77) ~ (xsd_string_10 = xsd_string_4) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_83) implies: % 25.08/4.23 | (78) ~ (xsd_string_11 = xsd_string_4) % 25.08/4.23 | (79) $i(xsd_string_4) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_84) implies: % 25.08/4.23 | (80) ~ (xsd_string_6 = xsd_string_5) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_85) implies: % 25.08/4.23 | (81) ~ (xsd_string_7 = xsd_string_5) % 25.08/4.23 | % 25.08/4.23 | ALPHA: (axiom_86) implies: % 25.08/4.23 | (82) ~ (xsd_string_8 = xsd_string_5) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_87) implies: % 25.08/4.24 | (83) ~ (xsd_string_9 = xsd_string_5) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_88) implies: % 25.08/4.24 | (84) ~ (xsd_string_10 = xsd_string_5) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_89) implies: % 25.08/4.24 | (85) ~ (xsd_string_11 = xsd_string_5) % 25.08/4.24 | (86) $i(xsd_string_5) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_90) implies: % 25.08/4.24 | (87) ~ (xsd_string_7 = xsd_string_6) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_91) implies: % 25.08/4.24 | (88) ~ (xsd_string_8 = xsd_string_6) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_92) implies: % 25.08/4.24 | (89) ~ (xsd_string_9 = xsd_string_6) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_93) implies: % 25.08/4.24 | (90) ~ (xsd_string_10 = xsd_string_6) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_94) implies: % 25.08/4.24 | (91) ~ (xsd_string_11 = xsd_string_6) % 25.08/4.24 | (92) $i(xsd_string_6) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_95) implies: % 25.08/4.24 | (93) ~ (xsd_string_8 = xsd_string_7) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_96) implies: % 25.08/4.24 | (94) ~ (xsd_string_9 = xsd_string_7) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_97) implies: % 25.08/4.24 | (95) ~ (xsd_string_10 = xsd_string_7) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_98) implies: % 25.08/4.24 | (96) ~ (xsd_string_11 = xsd_string_7) % 25.08/4.24 | (97) $i(xsd_string_7) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_99) implies: % 25.08/4.24 | (98) ~ (xsd_string_9 = xsd_string_8) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_100) implies: % 25.08/4.24 | (99) ~ (xsd_string_10 = xsd_string_8) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_101) implies: % 25.08/4.24 | (100) ~ (xsd_string_11 = xsd_string_8) % 25.08/4.24 | (101) $i(xsd_string_8) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_102) implies: % 25.08/4.24 | (102) ~ (xsd_string_10 = xsd_string_9) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_103) implies: % 25.08/4.24 | (103) ~ (xsd_string_11 = xsd_string_9) % 25.08/4.24 | (104) $i(xsd_string_9) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (axiom_104) implies: % 25.08/4.24 | (105) ~ (xsd_string_11 = xsd_string_10) % 25.08/4.24 | (106) $i(xsd_string_10) % 25.08/4.24 | (107) $i(xsd_string_11) % 25.08/4.24 | % 25.08/4.24 | ALPHA: (function-axioms) implies: % 25.08/4.24 | (108) ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] % 25.08/4.24 | : (v1 = v0 | ~ (xsd_integer(v2) = v1) | ~ (xsd_integer(v2) = v0)) % 25.08/4.24 | % 25.08/4.24 | DELTA: instantiating (the_axiom) with fresh symbols all_31_0, all_31_1, % 25.08/4.24 | all_31_2, all_31_3, all_31_4, all_31_5, all_31_6, all_31_7, all_31_8, % 25.08/4.24 | all_31_9, all_31_10, all_31_11, all_31_12, all_31_13, all_31_14, % 25.08/4.24 | all_31_15, all_31_16, all_31_17, all_31_18, all_31_19, all_31_20, % 25.08/4.24 | all_31_21, all_31_22, all_31_23, all_31_24, all_31_25, all_31_26, % 25.08/4.24 | all_31_27, all_31_28, all_31_29, all_31_30, all_31_31, all_31_32, % 25.08/4.24 | all_31_33, all_31_34, all_31_35, all_31_36, all_31_37, all_31_38, % 25.08/4.24 | all_31_39, all_31_40, all_31_41, all_31_42, all_31_43, all_31_44, % 25.08/4.24 | all_31_45, all_31_46, all_31_47, all_31_48, all_31_49, all_31_50, % 25.08/4.24 | all_31_51, all_31_52, all_31_53, all_31_54, all_31_55, all_31_56, % 25.08/4.24 | all_31_57, all_31_58, all_31_59, all_31_60, all_31_61, all_31_62, % 25.08/4.24 | all_31_63, all_31_64, all_31_65, all_31_66, all_31_67, all_31_68, % 25.08/4.24 | all_31_69, all_31_70, all_31_71, all_31_72, all_31_73, all_31_74, % 25.08/4.24 | all_31_75, all_31_76, all_31_77, all_31_78, all_31_79, all_31_80, % 25.08/4.24 | all_31_81, all_31_82, all_31_83, all_31_84, all_31_85, all_31_86, % 25.08/4.24 | all_31_87, all_31_88, all_31_89, all_31_90, all_31_91, all_31_92, % 25.08/4.24 | all_31_93, all_31_94, all_31_95, all_31_96, all_31_97, all_31_98, % 25.08/4.24 | all_31_99, all_31_100, all_31_101, all_31_102, all_31_103, all_31_104, % 25.08/4.24 | all_31_105, all_31_106, all_31_107, all_31_108, all_31_109, all_31_110, % 25.08/4.24 | all_31_111, all_31_112, all_31_113, all_31_114, all_31_115, all_31_116, % 25.08/4.24 | all_31_117, all_31_118, all_31_119, all_31_120, all_31_121, all_31_122, % 25.08/4.24 | all_31_123, all_31_124, all_31_125, all_31_126, all_31_127, all_31_128, % 25.08/4.24 | all_31_129, all_31_130, all_31_131, all_31_132, all_31_133, all_31_134, % 25.08/4.24 | all_31_135, all_31_136, all_31_137, all_31_138, all_31_139, all_31_140, % 25.08/4.24 | all_31_141, all_31_142, all_31_143, all_31_144, all_31_145, all_31_146, % 25.08/4.24 | all_31_147, all_31_148, all_31_149, all_31_150, all_31_151, all_31_152, % 25.08/4.24 | all_31_153, all_31_154, all_31_155, all_31_156, all_31_157, all_31_158, % 25.08/4.24 | all_31_159, all_31_160, all_31_161, all_31_162, all_31_163, all_31_164, % 25.08/4.24 | all_31_165, all_31_166, all_31_167, all_31_168, all_31_169, all_31_170, % 25.08/4.24 | all_31_171, all_31_172, all_31_173, all_31_174, all_31_175, all_31_176, % 25.08/4.24 | all_31_177, all_31_178, all_31_179, all_31_180, all_31_181, all_31_182, % 25.08/4.24 | all_31_183, all_31_184, all_31_185, all_31_186, all_31_187, all_31_188, % 25.08/4.24 | all_31_189, all_31_190, all_31_191, all_31_192, all_31_193, all_31_194, % 25.08/4.24 | all_31_195, all_31_196, all_31_197, all_31_198, all_31_199, all_31_200, % 25.08/4.24 | all_31_201, all_31_202, all_31_203 gives: % 25.08/4.25 | (109) $i(all_31_2) & $i(all_31_5) & $i(all_31_8) & $i(all_31_11) & % 25.08/4.25 | $i(all_31_14) & $i(all_31_17) & $i(all_31_20) & $i(all_31_23) & % 25.08/4.25 | $i(all_31_26) & $i(all_31_29) & $i(all_31_32) & $i(all_31_35) & % 25.08/4.25 | $i(all_31_38) & $i(all_31_41) & $i(all_31_44) & $i(all_31_47) & % 25.08/4.25 | $i(all_31_50) & $i(all_31_53) & $i(all_31_56) & $i(all_31_59) & % 25.08/4.25 | $i(all_31_62) & $i(all_31_65) & $i(all_31_68) & $i(all_31_71) & % 25.08/4.25 | $i(all_31_74) & $i(all_31_77) & $i(all_31_80) & $i(all_31_83) & % 25.08/4.25 | $i(all_31_86) & $i(all_31_89) & $i(all_31_92) & $i(all_31_95) & % 25.08/4.25 | $i(all_31_98) & $i(all_31_101) & $i(all_31_104) & $i(all_31_107) & % 25.08/4.25 | $i(all_31_110) & $i(all_31_113) & $i(all_31_116) & $i(all_31_119) & % 25.08/4.25 | $i(all_31_122) & $i(all_31_125) & $i(all_31_128) & $i(all_31_131) & % 25.08/4.25 | $i(all_31_134) & $i(all_31_137) & $i(all_31_140) & $i(all_31_143) & % 25.08/4.25 | $i(all_31_146) & $i(all_31_149) & $i(all_31_152) & $i(all_31_155) & % 25.08/4.25 | $i(all_31_158) & $i(all_31_161) & $i(all_31_164) & $i(all_31_167) & % 25.08/4.25 | $i(all_31_170) & $i(all_31_173) & $i(all_31_176) & $i(all_31_179) & % 25.08/4.25 | $i(all_31_182) & $i(all_31_185) & $i(all_31_188) & $i(all_31_191) & % 25.08/4.25 | $i(all_31_194) & $i(all_31_197) & $i(all_31_200) & $i(all_31_203) & % 25.08/4.25 | ((all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) = 0 & % 25.08/4.25 | cBipedidae(all_31_8) = 0) | (all_31_9 = 0 & all_31_10 = 0 & % 25.08/4.25 | cBipedidae(all_31_11) = 0 & cAnomalepidae(all_31_11) = 0) | % 25.08/4.25 | (all_31_12 = 0 & all_31_13 = 0 & cLeptotyphlopidae(all_31_14) = 0 & % 25.08/4.25 | cGekkonidae(all_31_14) = 0) | (all_31_15 = 0 & all_31_16 = 0 & % 25.08/4.25 | cSphenodontidae(all_31_17) = 0 & cAmphisbaenidae(all_31_17) = 0) % 25.08/4.25 | | (all_31_18 = 0 & all_31_19 = 0 & cCrocodylidae(all_31_20) = 0 & % 25.08/4.25 | cBipedidae(all_31_20) = 0) | (all_31_21 = 0 & all_31_22 = 0 & % 25.08/4.25 | cGekkonidae(all_31_23) = 0 & cBipedidae(all_31_23) = 0) | % 25.08/4.25 | (all_31_24 = 0 & all_31_25 = 0 & cSphenodontidae(all_31_26) = 0 & % 25.08/4.25 | cBipedidae(all_31_26) = 0) | (all_31_27 = 0 & all_31_28 = 0 & % 25.08/4.25 | cGekkonidae(all_31_29) = 0 & cCrocodylidae(all_31_29) = 0) | % 25.08/4.25 | (all_31_30 = 0 & all_31_31 = 0 & cSphenodontidae(all_31_32) = 0 & % 25.08/4.25 | cGekkonidae(all_31_32) = 0) | (all_31_33 = 0 & all_31_34 = 0 & % 25.08/4.25 | cSphenodontidae(all_31_35) = 0 & cAgamidae(all_31_35) = 0) | % 25.08/4.25 | (all_31_36 = 0 & all_31_37 = 0 & cCrocodylidae(all_31_38) = 0 & % 25.08/4.25 | cAnomalepidae(all_31_38) = 0) | (all_31_39 = 0 & all_31_40 = 0 & % 25.08/4.25 | cEmydidae(all_31_41) = 0 & cCrocodylidae(all_31_41) = 0) | % 25.08/4.25 | (all_31_42 = 0 & all_31_43 = 0 & cLoxocemidae(all_31_44) = 0 & % 25.08/4.25 | cAmphisbaenidae(all_31_44) = 0) | (all_31_45 = 0 & all_31_46 = 0 % 25.08/4.25 | & cLeptotyphlopidae(all_31_47) = 0 & cAgamidae(all_31_47) = 0) | % 25.08/4.25 | (all_31_48 = 0 & all_31_49 = 0 & cCrocodylidae(all_31_50) = 0 & % 25.08/4.25 | cAmphisbaenidae(all_31_50) = 0) | (all_31_51 = 0 & all_31_52 = 0 % 25.08/4.25 | & cLoxocemidae(all_31_53) = 0 & cCrocodylidae(all_31_53) = 0) | % 25.08/4.25 | (all_31_54 = 0 & all_31_55 = 0 & cXantusiidae(all_31_56) = 0 & % 25.08/4.25 | cCrocodylidae(all_31_56) = 0) | (all_31_57 = 0 & all_31_58 = 0 & % 25.08/4.25 | cEmydidae(all_31_59) = 0 & cBipedidae(all_31_59) = 0) | % 25.08/4.25 | (all_31_60 = 0 & all_31_61 = 0 & cEmydidae(all_31_62) = 0 & % 25.08/4.25 | cAmphisbaenidae(all_31_62) = 0) | (all_31_63 = 0 & all_31_64 = 0 % 25.08/4.25 | & cCrocodylidae(all_31_65) = 0 & cAgamidae(all_31_65) = 0) | % 25.08/4.25 | (all_31_66 = 0 & all_31_67 = 0 & cXantusiidae(all_31_68) = 0 & % 25.08/4.25 | cLoxocemidae(all_31_68) = 0) | (all_31_69 = 0 & all_31_70 = 0 & % 25.08/4.25 | cXantusiidae(all_31_71) = 0 & cEmydidae(all_31_71) = 0) | % 25.08/4.25 | (all_31_72 = 0 & all_31_73 = 0 & cLoxocemidae(all_31_74) = 0 & % 25.08/4.25 | cBipedidae(all_31_74) = 0) | (all_31_75 = 0 & all_31_76 = 0 & % 25.08/4.25 | cBipedidae(all_31_77) = 0 & cAgamidae(all_31_77) = 0) | % 25.08/4.25 | (all_31_78 = 0 & all_31_79 = 0 & cGekkonidae(all_31_80) = 0 & % 25.08/4.25 | cAmphisbaenidae(all_31_80) = 0) | (all_31_81 = 0 & all_31_82 = 0 % 25.08/4.25 | & cLeptotyphlopidae(all_31_83) = 0 & cCrocodylidae(all_31_83) = % 25.08/4.25 | 0) | (all_31_84 = 0 & all_31_85 = 0 & cSphenodontidae(all_31_86) % 25.08/4.25 | = 0 & cCordylidae(all_31_86) = 0) | (all_31_87 = 0 & all_31_88 = % 25.08/4.25 | 0 & cCordylidae(all_31_89) = 0 & cAmphisbaenidae(all_31_89) = 0) % 25.08/4.25 | | (all_31_90 = 0 & all_31_91 = 0 & cLoxocemidae(all_31_92) = 0 & % 25.08/4.25 | cCordylidae(all_31_92) = 0) | (all_31_93 = 0 & all_31_94 = 0 & % 25.08/4.25 | cGekkonidae(all_31_95) = 0 & cCordylidae(all_31_95) = 0) | % 25.08/4.25 | (all_31_96 = 0 & all_31_97 = 0 & cXantusiidae(all_31_98) = 0 & % 25.08/4.25 | cAgamidae(all_31_98) = 0) | (all_31_99 = 0 & all_31_100 = 0 & % 25.08/4.25 | cCordylidae(all_31_101) = 0 & cAnomalepidae(all_31_101) = 0) | % 25.08/4.25 | (all_31_102 = 0 & all_31_103 = 0 & cEmydidae(all_31_104) = 0 & % 25.08/4.25 | cAgamidae(all_31_104) = 0) | (all_31_105 = 0 & all_31_106 = 0 & % 25.08/4.25 | cEmydidae(all_31_107) = 0 & cCordylidae(all_31_107) = 0) | % 25.08/4.25 | (all_31_108 = 0 & all_31_109 = 0 & cLoxocemidae(all_31_110) = 0 & % 25.08/4.25 | cAgamidae(all_31_110) = 0) | (all_31_111 = 0 & all_31_112 = 0 & % 25.08/4.25 | cXantusiidae(all_31_113) = 0 & cGekkonidae(all_31_113) = 0) | % 25.08/4.25 | (all_31_114 = 0 & all_31_115 = 0 & cXantusiidae(all_31_116) = 0 & % 25.08/4.25 | cBipedidae(all_31_116) = 0) | (all_31_117 = 0 & all_31_118 = 0 & % 25.08/4.25 | cEmydidae(all_31_119) = 0 & cAnomalepidae(all_31_119) = 0) | % 25.08/4.25 | (all_31_120 = 0 & all_31_121 = 0 & cXantusiidae(all_31_122) = 0 & % 25.08/4.25 | cSphenodontidae(all_31_122) = 0) | (all_31_123 = 0 & all_31_124 = % 25.08/4.25 | 0 & cLeptotyphlopidae(all_31_125) = 0 & % 25.08/4.25 | cAmphisbaenidae(all_31_125) = 0) | (all_31_126 = 0 & all_31_127 = % 25.08/4.25 | 0 & cSphenodontidae(all_31_128) = 0 & cEmydidae(all_31_128) = 0) % 25.08/4.25 | | (all_31_129 = 0 & all_31_130 = 0 & cLeptotyphlopidae(all_31_131) % 25.08/4.25 | = 0 & cCordylidae(all_31_131) = 0) | (all_31_132 = 0 & all_31_133 % 25.08/4.25 | = 0 & cGekkonidae(all_31_134) = 0 & cAnomalepidae(all_31_134) = % 25.08/4.25 | 0) | (all_31_135 = 0 & all_31_136 = 0 & cCordylidae(all_31_137) = % 25.08/4.25 | 0 & cBipedidae(all_31_137) = 0) | (all_31_138 = 0 & all_31_139 = % 25.08/4.25 | 0 & cBipedidae(all_31_140) = 0 & cAmphisbaenidae(all_31_140) = 0) % 25.08/4.25 | | (all_31_141 = 0 & all_31_142 = 0 & cXantusiidae(all_31_143) = 0 & % 25.08/4.25 | cCordylidae(all_31_143) = 0) | (all_31_144 = 0 & all_31_145 = 0 & % 25.08/4.25 | cAnomalepidae(all_31_146) = 0 & cAgamidae(all_31_146) = 0) | % 25.08/4.25 | (all_31_147 = 0 & all_31_148 = 0 & cSphenodontidae(all_31_149) = 0 % 25.08/4.25 | & cCrocodylidae(all_31_149) = 0) | (all_31_150 = 0 & all_31_151 = % 25.08/4.25 | 0 & cXantusiidae(all_31_152) = 0 & cAmphisbaenidae(all_31_152) = % 25.08/4.25 | 0) | (all_31_153 = 0 & all_31_154 = 0 & cGekkonidae(all_31_155) = % 25.08/4.25 | 0 & cEmydidae(all_31_155) = 0) | (all_31_156 = 0 & all_31_157 = 0 % 25.08/4.25 | & cSphenodontidae(all_31_158) = 0 & cLoxocemidae(all_31_158) = 0) % 25.08/4.25 | | (all_31_159 = 0 & all_31_160 = 0 & cLeptotyphlopidae(all_31_161) % 25.08/4.25 | = 0 & cEmydidae(all_31_161) = 0) | (all_31_162 = 0 & all_31_163 = % 25.08/4.25 | 0 & cAnomalepidae(all_31_164) = 0 & cAmphisbaenidae(all_31_164) = % 25.08/4.25 | 0) | (all_31_165 = 0 & all_31_166 = 0 & cLoxocemidae(all_31_167) % 25.08/4.25 | = 0 & cGekkonidae(all_31_167) = 0) | (all_31_168 = 0 & all_31_169 % 25.08/4.25 | = 0 & cLoxocemidae(all_31_170) = 0 & cAnomalepidae(all_31_170) = % 25.08/4.25 | 0) | (all_31_171 = 0 & all_31_172 = 0 & % 25.08/4.25 | cLeptotyphlopidae(all_31_173) = 0 & cAnomalepidae(all_31_173) = % 25.08/4.25 | 0) | (all_31_174 = 0 & all_31_175 = 0 & cCrocodylidae(all_31_176) % 25.08/4.25 | = 0 & cCordylidae(all_31_176) = 0) | (all_31_177 = 0 & all_31_178 % 25.08/4.25 | = 0 & cXantusiidae(all_31_179) = 0 & cAnomalepidae(all_31_179) = % 25.08/4.25 | 0) | (all_31_180 = 0 & all_31_181 = 0 & % 25.08/4.25 | cSphenodontidae(all_31_182) = 0 & cAnomalepidae(all_31_182) = 0) % 25.08/4.25 | | (all_31_183 = 0 & all_31_184 = 0 & cXantusiidae(all_31_185) = 0 & % 25.08/4.25 | cLeptotyphlopidae(all_31_185) = 0) | (all_31_186 = 0 & all_31_187 % 25.08/4.25 | = 0 & cGekkonidae(all_31_188) = 0 & cAgamidae(all_31_188) = 0) | % 25.08/4.25 | (all_31_189 = 0 & all_31_190 = 0 & cCordylidae(all_31_191) = 0 & % 25.08/4.25 | cAgamidae(all_31_191) = 0) | (all_31_192 = 0 & all_31_193 = 0 & % 25.08/4.25 | cLoxocemidae(all_31_194) = 0 & cLeptotyphlopidae(all_31_194) = 0) % 25.08/4.25 | | (all_31_195 = 0 & all_31_196 = 0 & cLoxocemidae(all_31_197) = 0 & % 25.08/4.25 | cEmydidae(all_31_197) = 0) | (all_31_198 = 0 & all_31_199 = 0 & % 25.08/4.25 | cSphenodontidae(all_31_200) = 0 & cLeptotyphlopidae(all_31_200) = % 25.08/4.25 | 0) | (all_31_201 = 0 & all_31_202 = 0 & % 25.08/4.25 | cAmphisbaenidae(all_31_203) = 0 & cAgamidae(all_31_203) = 0) | % 25.08/4.25 | (xsd_string(all_31_5) = all_31_4 & xsd_integer(all_31_5) = all_31_3 % 25.08/4.25 | & ((all_31_3 = 0 & all_31_4 = 0) | ( ~ (all_31_3 = 0) & ~ % 25.08/4.25 | (all_31_4 = 0)))) | (cowlThing(all_31_2) = all_31_1 & % 25.08/4.25 | cowlNothing(all_31_2) = all_31_0 & ( ~ (all_31_1 = 0) | all_31_0 % 25.08/4.25 | = 0))) % 25.08/4.25 | % 25.08/4.25 | ALPHA: (109) implies: % 25.08/4.25 | (110) $i(all_31_203) % 25.08/4.25 | (111) $i(all_31_200) % 25.08/4.25 | (112) $i(all_31_197) % 25.08/4.25 | (113) $i(all_31_194) % 25.08/4.25 | (114) $i(all_31_191) % 25.08/4.25 | (115) $i(all_31_188) % 25.08/4.25 | (116) $i(all_31_185) % 25.08/4.25 | (117) $i(all_31_182) % 25.08/4.25 | (118) $i(all_31_179) % 25.08/4.25 | (119) $i(all_31_176) % 25.08/4.25 | (120) $i(all_31_173) % 25.08/4.25 | (121) $i(all_31_170) % 25.08/4.25 | (122) $i(all_31_167) % 25.08/4.25 | (123) $i(all_31_164) % 25.08/4.25 | (124) $i(all_31_161) % 25.08/4.25 | (125) $i(all_31_158) % 25.08/4.25 | (126) $i(all_31_155) % 25.08/4.25 | (127) $i(all_31_152) % 25.08/4.25 | (128) $i(all_31_149) % 25.08/4.25 | (129) $i(all_31_146) % 25.08/4.25 | (130) $i(all_31_143) % 25.08/4.25 | (131) $i(all_31_140) % 25.08/4.25 | (132) $i(all_31_137) % 25.08/4.25 | (133) $i(all_31_134) % 25.08/4.25 | (134) $i(all_31_131) % 25.34/4.25 | (135) $i(all_31_128) % 25.34/4.25 | (136) $i(all_31_125) % 25.34/4.25 | (137) $i(all_31_122) % 25.34/4.25 | (138) $i(all_31_119) % 25.34/4.25 | (139) $i(all_31_116) % 25.34/4.25 | (140) $i(all_31_113) % 25.34/4.25 | (141) $i(all_31_110) % 25.34/4.25 | (142) $i(all_31_107) % 25.34/4.25 | (143) $i(all_31_104) % 25.34/4.25 | (144) $i(all_31_101) % 25.34/4.25 | (145) $i(all_31_98) % 25.34/4.25 | (146) $i(all_31_95) % 25.34/4.25 | (147) $i(all_31_92) % 25.34/4.25 | (148) $i(all_31_89) % 25.34/4.25 | (149) $i(all_31_86) % 25.34/4.25 | (150) $i(all_31_83) % 25.34/4.25 | (151) $i(all_31_80) % 25.34/4.25 | (152) $i(all_31_77) % 25.34/4.25 | (153) $i(all_31_74) % 25.34/4.25 | (154) $i(all_31_71) % 25.34/4.25 | (155) $i(all_31_68) % 25.34/4.25 | (156) $i(all_31_65) % 25.34/4.25 | (157) $i(all_31_62) % 25.34/4.25 | (158) $i(all_31_59) % 25.34/4.25 | (159) $i(all_31_56) % 25.34/4.25 | (160) $i(all_31_53) % 25.34/4.25 | (161) $i(all_31_50) % 25.34/4.25 | (162) $i(all_31_47) % 25.34/4.25 | (163) $i(all_31_44) % 25.34/4.25 | (164) $i(all_31_41) % 25.34/4.25 | (165) $i(all_31_38) % 25.34/4.25 | (166) $i(all_31_35) % 25.34/4.25 | (167) $i(all_31_32) % 25.34/4.25 | (168) $i(all_31_29) % 25.34/4.25 | (169) $i(all_31_26) % 25.34/4.25 | (170) $i(all_31_23) % 25.34/4.25 | (171) $i(all_31_20) % 25.34/4.25 | (172) $i(all_31_17) % 25.34/4.25 | (173) $i(all_31_14) % 25.34/4.25 | (174) $i(all_31_11) % 25.34/4.25 | (175) $i(all_31_8) % 25.34/4.25 | (176) $i(all_31_5) % 25.34/4.25 | (177) $i(all_31_2) % 25.34/4.26 | (178) (all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) = 0 & % 25.34/4.26 | cBipedidae(all_31_8) = 0) | (all_31_9 = 0 & all_31_10 = 0 & % 25.34/4.26 | cBipedidae(all_31_11) = 0 & cAnomalepidae(all_31_11) = 0) | % 25.34/4.26 | (all_31_12 = 0 & all_31_13 = 0 & cLeptotyphlopidae(all_31_14) = 0 & % 25.34/4.26 | cGekkonidae(all_31_14) = 0) | (all_31_15 = 0 & all_31_16 = 0 & % 25.34/4.26 | cSphenodontidae(all_31_17) = 0 & cAmphisbaenidae(all_31_17) = 0) | % 25.34/4.26 | (all_31_18 = 0 & all_31_19 = 0 & cCrocodylidae(all_31_20) = 0 & % 25.34/4.26 | cBipedidae(all_31_20) = 0) | (all_31_21 = 0 & all_31_22 = 0 & % 25.34/4.26 | cGekkonidae(all_31_23) = 0 & cBipedidae(all_31_23) = 0) | % 25.34/4.26 | (all_31_24 = 0 & all_31_25 = 0 & cSphenodontidae(all_31_26) = 0 & % 25.34/4.26 | cBipedidae(all_31_26) = 0) | (all_31_27 = 0 & all_31_28 = 0 & % 25.34/4.26 | cGekkonidae(all_31_29) = 0 & cCrocodylidae(all_31_29) = 0) | % 25.34/4.26 | (all_31_30 = 0 & all_31_31 = 0 & cSphenodontidae(all_31_32) = 0 & % 25.34/4.26 | cGekkonidae(all_31_32) = 0) | (all_31_33 = 0 & all_31_34 = 0 & % 25.34/4.26 | cSphenodontidae(all_31_35) = 0 & cAgamidae(all_31_35) = 0) | % 25.34/4.26 | (all_31_36 = 0 & all_31_37 = 0 & cCrocodylidae(all_31_38) = 0 & % 25.34/4.26 | cAnomalepidae(all_31_38) = 0) | (all_31_39 = 0 & all_31_40 = 0 & % 25.34/4.26 | cEmydidae(all_31_41) = 0 & cCrocodylidae(all_31_41) = 0) | % 25.34/4.26 | (all_31_42 = 0 & all_31_43 = 0 & cLoxocemidae(all_31_44) = 0 & % 25.34/4.26 | cAmphisbaenidae(all_31_44) = 0) | (all_31_45 = 0 & all_31_46 = 0 & % 25.34/4.26 | cLeptotyphlopidae(all_31_47) = 0 & cAgamidae(all_31_47) = 0) | % 25.34/4.26 | (all_31_48 = 0 & all_31_49 = 0 & cCrocodylidae(all_31_50) = 0 & % 25.34/4.26 | cAmphisbaenidae(all_31_50) = 0) | (all_31_51 = 0 & all_31_52 = 0 & % 25.34/4.26 | cLoxocemidae(all_31_53) = 0 & cCrocodylidae(all_31_53) = 0) | % 25.34/4.26 | (all_31_54 = 0 & all_31_55 = 0 & cXantusiidae(all_31_56) = 0 & % 25.34/4.26 | cCrocodylidae(all_31_56) = 0) | (all_31_57 = 0 & all_31_58 = 0 & % 25.34/4.26 | cEmydidae(all_31_59) = 0 & cBipedidae(all_31_59) = 0) | (all_31_60 % 25.34/4.26 | = 0 & all_31_61 = 0 & cEmydidae(all_31_62) = 0 & % 25.34/4.26 | cAmphisbaenidae(all_31_62) = 0) | (all_31_63 = 0 & all_31_64 = 0 & % 25.34/4.26 | cCrocodylidae(all_31_65) = 0 & cAgamidae(all_31_65) = 0) | % 25.34/4.26 | (all_31_66 = 0 & all_31_67 = 0 & cXantusiidae(all_31_68) = 0 & % 25.34/4.26 | cLoxocemidae(all_31_68) = 0) | (all_31_69 = 0 & all_31_70 = 0 & % 25.34/4.26 | cXantusiidae(all_31_71) = 0 & cEmydidae(all_31_71) = 0) | % 25.34/4.26 | (all_31_72 = 0 & all_31_73 = 0 & cLoxocemidae(all_31_74) = 0 & % 25.34/4.26 | cBipedidae(all_31_74) = 0) | (all_31_75 = 0 & all_31_76 = 0 & % 25.34/4.26 | cBipedidae(all_31_77) = 0 & cAgamidae(all_31_77) = 0) | (all_31_78 % 25.34/4.26 | = 0 & all_31_79 = 0 & cGekkonidae(all_31_80) = 0 & % 25.34/4.26 | cAmphisbaenidae(all_31_80) = 0) | (all_31_81 = 0 & all_31_82 = 0 & % 25.34/4.26 | cLeptotyphlopidae(all_31_83) = 0 & cCrocodylidae(all_31_83) = 0) | % 25.34/4.26 | (all_31_84 = 0 & all_31_85 = 0 & cSphenodontidae(all_31_86) = 0 & % 25.34/4.26 | cCordylidae(all_31_86) = 0) | (all_31_87 = 0 & all_31_88 = 0 & % 25.34/4.26 | cCordylidae(all_31_89) = 0 & cAmphisbaenidae(all_31_89) = 0) | % 25.34/4.26 | (all_31_90 = 0 & all_31_91 = 0 & cLoxocemidae(all_31_92) = 0 & % 25.34/4.26 | cCordylidae(all_31_92) = 0) | (all_31_93 = 0 & all_31_94 = 0 & % 25.34/4.26 | cGekkonidae(all_31_95) = 0 & cCordylidae(all_31_95) = 0) | % 25.34/4.26 | (all_31_96 = 0 & all_31_97 = 0 & cXantusiidae(all_31_98) = 0 & % 25.34/4.26 | cAgamidae(all_31_98) = 0) | (all_31_99 = 0 & all_31_100 = 0 & % 25.34/4.26 | cCordylidae(all_31_101) = 0 & cAnomalepidae(all_31_101) = 0) | % 25.34/4.26 | (all_31_102 = 0 & all_31_103 = 0 & cEmydidae(all_31_104) = 0 & % 25.34/4.26 | cAgamidae(all_31_104) = 0) | (all_31_105 = 0 & all_31_106 = 0 & % 25.34/4.26 | cEmydidae(all_31_107) = 0 & cCordylidae(all_31_107) = 0) | % 25.34/4.26 | (all_31_108 = 0 & all_31_109 = 0 & cLoxocemidae(all_31_110) = 0 & % 25.34/4.26 | cAgamidae(all_31_110) = 0) | (all_31_111 = 0 & all_31_112 = 0 & % 25.34/4.26 | cXantusiidae(all_31_113) = 0 & cGekkonidae(all_31_113) = 0) | % 25.34/4.26 | (all_31_114 = 0 & all_31_115 = 0 & cXantusiidae(all_31_116) = 0 & % 25.34/4.26 | cBipedidae(all_31_116) = 0) | (all_31_117 = 0 & all_31_118 = 0 & % 25.34/4.26 | cEmydidae(all_31_119) = 0 & cAnomalepidae(all_31_119) = 0) | % 25.34/4.26 | (all_31_120 = 0 & all_31_121 = 0 & cXantusiidae(all_31_122) = 0 & % 25.34/4.26 | cSphenodontidae(all_31_122) = 0) | (all_31_123 = 0 & all_31_124 = 0 % 25.34/4.26 | & cLeptotyphlopidae(all_31_125) = 0 & cAmphisbaenidae(all_31_125) = % 25.34/4.26 | 0) | (all_31_126 = 0 & all_31_127 = 0 & cSphenodontidae(all_31_128) % 25.34/4.26 | = 0 & cEmydidae(all_31_128) = 0) | (all_31_129 = 0 & all_31_130 = 0 % 25.34/4.26 | & cLeptotyphlopidae(all_31_131) = 0 & cCordylidae(all_31_131) = 0) % 25.34/4.26 | | (all_31_132 = 0 & all_31_133 = 0 & cGekkonidae(all_31_134) = 0 & % 25.34/4.26 | cAnomalepidae(all_31_134) = 0) | (all_31_135 = 0 & all_31_136 = 0 & % 25.34/4.26 | cCordylidae(all_31_137) = 0 & cBipedidae(all_31_137) = 0) | % 25.34/4.26 | (all_31_138 = 0 & all_31_139 = 0 & cBipedidae(all_31_140) = 0 & % 25.34/4.26 | cAmphisbaenidae(all_31_140) = 0) | (all_31_141 = 0 & all_31_142 = 0 % 25.34/4.26 | & cXantusiidae(all_31_143) = 0 & cCordylidae(all_31_143) = 0) | % 25.34/4.26 | (all_31_144 = 0 & all_31_145 = 0 & cAnomalepidae(all_31_146) = 0 & % 25.34/4.26 | cAgamidae(all_31_146) = 0) | (all_31_147 = 0 & all_31_148 = 0 & % 25.34/4.26 | cSphenodontidae(all_31_149) = 0 & cCrocodylidae(all_31_149) = 0) | % 25.34/4.26 | (all_31_150 = 0 & all_31_151 = 0 & cXantusiidae(all_31_152) = 0 & % 25.34/4.26 | cAmphisbaenidae(all_31_152) = 0) | (all_31_153 = 0 & all_31_154 = 0 % 25.34/4.26 | & cGekkonidae(all_31_155) = 0 & cEmydidae(all_31_155) = 0) | % 25.34/4.26 | (all_31_156 = 0 & all_31_157 = 0 & cSphenodontidae(all_31_158) = 0 & % 25.34/4.26 | cLoxocemidae(all_31_158) = 0) | (all_31_159 = 0 & all_31_160 = 0 & % 25.34/4.26 | cLeptotyphlopidae(all_31_161) = 0 & cEmydidae(all_31_161) = 0) | % 25.34/4.26 | (all_31_162 = 0 & all_31_163 = 0 & cAnomalepidae(all_31_164) = 0 & % 25.34/4.26 | cAmphisbaenidae(all_31_164) = 0) | (all_31_165 = 0 & all_31_166 = 0 % 25.34/4.26 | & cLoxocemidae(all_31_167) = 0 & cGekkonidae(all_31_167) = 0) | % 25.34/4.26 | (all_31_168 = 0 & all_31_169 = 0 & cLoxocemidae(all_31_170) = 0 & % 25.34/4.26 | cAnomalepidae(all_31_170) = 0) | (all_31_171 = 0 & all_31_172 = 0 & % 25.34/4.26 | cLeptotyphlopidae(all_31_173) = 0 & cAnomalepidae(all_31_173) = 0) % 25.34/4.26 | | (all_31_174 = 0 & all_31_175 = 0 & cCrocodylidae(all_31_176) = 0 & % 25.34/4.26 | cCordylidae(all_31_176) = 0) | (all_31_177 = 0 & all_31_178 = 0 & % 25.34/4.26 | cXantusiidae(all_31_179) = 0 & cAnomalepidae(all_31_179) = 0) | % 25.34/4.26 | (all_31_180 = 0 & all_31_181 = 0 & cSphenodontidae(all_31_182) = 0 & % 25.34/4.26 | cAnomalepidae(all_31_182) = 0) | (all_31_183 = 0 & all_31_184 = 0 & % 25.34/4.26 | cXantusiidae(all_31_185) = 0 & cLeptotyphlopidae(all_31_185) = 0) | % 25.34/4.26 | (all_31_186 = 0 & all_31_187 = 0 & cGekkonidae(all_31_188) = 0 & % 25.34/4.26 | cAgamidae(all_31_188) = 0) | (all_31_189 = 0 & all_31_190 = 0 & % 25.34/4.26 | cCordylidae(all_31_191) = 0 & cAgamidae(all_31_191) = 0) | % 25.34/4.26 | (all_31_192 = 0 & all_31_193 = 0 & cLoxocemidae(all_31_194) = 0 & % 25.34/4.26 | cLeptotyphlopidae(all_31_194) = 0) | (all_31_195 = 0 & all_31_196 = % 25.34/4.26 | 0 & cLoxocemidae(all_31_197) = 0 & cEmydidae(all_31_197) = 0) | % 25.34/4.26 | (all_31_198 = 0 & all_31_199 = 0 & cSphenodontidae(all_31_200) = 0 & % 25.34/4.26 | cLeptotyphlopidae(all_31_200) = 0) | (all_31_201 = 0 & all_31_202 = % 25.34/4.26 | 0 & cAmphisbaenidae(all_31_203) = 0 & cAgamidae(all_31_203) = 0) | % 25.34/4.26 | (xsd_string(all_31_5) = all_31_4 & xsd_integer(all_31_5) = all_31_3 & % 25.34/4.26 | ((all_31_3 = 0 & all_31_4 = 0) | ( ~ (all_31_3 = 0) & ~ (all_31_4 % 25.34/4.26 | = 0)))) | (cowlThing(all_31_2) = all_31_1 & % 25.34/4.26 | cowlNothing(all_31_2) = all_31_0 & ( ~ (all_31_1 = 0) | all_31_0 = % 25.34/4.26 | 0)) % 25.34/4.26 | % 25.34/4.26 | BETA: splitting (178) gives: % 25.34/4.26 | % 25.34/4.26 | Case 1: % 25.34/4.26 | | % 25.34/4.26 | | (179) (all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) = 0 & % 25.34/4.26 | | cBipedidae(all_31_8) = 0) | (all_31_9 = 0 & all_31_10 = 0 & % 25.34/4.26 | | cBipedidae(all_31_11) = 0 & cAnomalepidae(all_31_11) = 0) | % 25.34/4.26 | | (all_31_12 = 0 & all_31_13 = 0 & cLeptotyphlopidae(all_31_14) = 0 & % 25.34/4.26 | | cGekkonidae(all_31_14) = 0) | (all_31_15 = 0 & all_31_16 = 0 & % 25.34/4.26 | | cSphenodontidae(all_31_17) = 0 & cAmphisbaenidae(all_31_17) = 0) % 25.34/4.26 | | | (all_31_18 = 0 & all_31_19 = 0 & cCrocodylidae(all_31_20) = 0 & % 25.34/4.26 | | cBipedidae(all_31_20) = 0) | (all_31_21 = 0 & all_31_22 = 0 & % 25.34/4.26 | | cGekkonidae(all_31_23) = 0 & cBipedidae(all_31_23) = 0) | % 25.34/4.26 | | (all_31_24 = 0 & all_31_25 = 0 & cSphenodontidae(all_31_26) = 0 & % 25.34/4.26 | | cBipedidae(all_31_26) = 0) | (all_31_27 = 0 & all_31_28 = 0 & % 25.34/4.26 | | cGekkonidae(all_31_29) = 0 & cCrocodylidae(all_31_29) = 0) | % 25.34/4.26 | | (all_31_30 = 0 & all_31_31 = 0 & cSphenodontidae(all_31_32) = 0 & % 25.34/4.26 | | cGekkonidae(all_31_32) = 0) | (all_31_33 = 0 & all_31_34 = 0 & % 25.34/4.26 | | cSphenodontidae(all_31_35) = 0 & cAgamidae(all_31_35) = 0) | % 25.34/4.26 | | (all_31_36 = 0 & all_31_37 = 0 & cCrocodylidae(all_31_38) = 0 & % 25.34/4.26 | | cAnomalepidae(all_31_38) = 0) | (all_31_39 = 0 & all_31_40 = 0 & % 25.34/4.26 | | cEmydidae(all_31_41) = 0 & cCrocodylidae(all_31_41) = 0) | % 25.34/4.26 | | (all_31_42 = 0 & all_31_43 = 0 & cLoxocemidae(all_31_44) = 0 & % 25.34/4.26 | | cAmphisbaenidae(all_31_44) = 0) | (all_31_45 = 0 & all_31_46 = 0 % 25.34/4.26 | | & cLeptotyphlopidae(all_31_47) = 0 & cAgamidae(all_31_47) = 0) | % 25.34/4.26 | | (all_31_48 = 0 & all_31_49 = 0 & cCrocodylidae(all_31_50) = 0 & % 25.34/4.26 | | cAmphisbaenidae(all_31_50) = 0) | (all_31_51 = 0 & all_31_52 = 0 % 25.34/4.26 | | & cLoxocemidae(all_31_53) = 0 & cCrocodylidae(all_31_53) = 0) | % 25.34/4.26 | | (all_31_54 = 0 & all_31_55 = 0 & cXantusiidae(all_31_56) = 0 & % 25.34/4.26 | | cCrocodylidae(all_31_56) = 0) | (all_31_57 = 0 & all_31_58 = 0 & % 25.34/4.26 | | cEmydidae(all_31_59) = 0 & cBipedidae(all_31_59) = 0) | % 25.34/4.26 | | (all_31_60 = 0 & all_31_61 = 0 & cEmydidae(all_31_62) = 0 & % 25.34/4.26 | | cAmphisbaenidae(all_31_62) = 0) | (all_31_63 = 0 & all_31_64 = 0 % 25.34/4.26 | | & cCrocodylidae(all_31_65) = 0 & cAgamidae(all_31_65) = 0) | % 25.34/4.26 | | (all_31_66 = 0 & all_31_67 = 0 & cXantusiidae(all_31_68) = 0 & % 25.34/4.26 | | cLoxocemidae(all_31_68) = 0) | (all_31_69 = 0 & all_31_70 = 0 & % 25.34/4.26 | | cXantusiidae(all_31_71) = 0 & cEmydidae(all_31_71) = 0) | % 25.34/4.26 | | (all_31_72 = 0 & all_31_73 = 0 & cLoxocemidae(all_31_74) = 0 & % 25.34/4.26 | | cBipedidae(all_31_74) = 0) | (all_31_75 = 0 & all_31_76 = 0 & % 25.34/4.26 | | cBipedidae(all_31_77) = 0 & cAgamidae(all_31_77) = 0) | % 25.34/4.26 | | (all_31_78 = 0 & all_31_79 = 0 & cGekkonidae(all_31_80) = 0 & % 25.34/4.26 | | cAmphisbaenidae(all_31_80) = 0) | (all_31_81 = 0 & all_31_82 = 0 % 25.34/4.26 | | & cLeptotyphlopidae(all_31_83) = 0 & cCrocodylidae(all_31_83) = % 25.34/4.26 | | 0) | (all_31_84 = 0 & all_31_85 = 0 & cSphenodontidae(all_31_86) % 25.34/4.26 | | = 0 & cCordylidae(all_31_86) = 0) | (all_31_87 = 0 & all_31_88 = % 25.34/4.26 | | 0 & cCordylidae(all_31_89) = 0 & cAmphisbaenidae(all_31_89) = 0) % 25.34/4.26 | | | (all_31_90 = 0 & all_31_91 = 0 & cLoxocemidae(all_31_92) = 0 & % 25.34/4.26 | | cCordylidae(all_31_92) = 0) | (all_31_93 = 0 & all_31_94 = 0 & % 25.34/4.26 | | cGekkonidae(all_31_95) = 0 & cCordylidae(all_31_95) = 0) | % 25.34/4.26 | | (all_31_96 = 0 & all_31_97 = 0 & cXantusiidae(all_31_98) = 0 & % 25.34/4.26 | | cAgamidae(all_31_98) = 0) | (all_31_99 = 0 & all_31_100 = 0 & % 25.34/4.26 | | cCordylidae(all_31_101) = 0 & cAnomalepidae(all_31_101) = 0) | % 25.34/4.26 | | (all_31_102 = 0 & all_31_103 = 0 & cEmydidae(all_31_104) = 0 & % 25.34/4.26 | | cAgamidae(all_31_104) = 0) | (all_31_105 = 0 & all_31_106 = 0 & % 25.34/4.26 | | cEmydidae(all_31_107) = 0 & cCordylidae(all_31_107) = 0) % 25.34/4.26 | | % 25.34/4.26 | | BETA: splitting (179) gives: % 25.34/4.26 | | % 25.34/4.26 | | Case 1: % 25.34/4.26 | | | % 25.34/4.26 | | | (180) (all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) = 0 & % 25.34/4.26 | | | cBipedidae(all_31_8) = 0) | (all_31_9 = 0 & all_31_10 = 0 & % 25.34/4.26 | | | cBipedidae(all_31_11) = 0 & cAnomalepidae(all_31_11) = 0) | % 25.34/4.26 | | | (all_31_12 = 0 & all_31_13 = 0 & cLeptotyphlopidae(all_31_14) = 0 % 25.34/4.26 | | | & cGekkonidae(all_31_14) = 0) | (all_31_15 = 0 & all_31_16 = 0 % 25.34/4.26 | | | & cSphenodontidae(all_31_17) = 0 & cAmphisbaenidae(all_31_17) = % 25.34/4.26 | | | 0) | (all_31_18 = 0 & all_31_19 = 0 & cCrocodylidae(all_31_20) % 25.34/4.26 | | | = 0 & cBipedidae(all_31_20) = 0) | (all_31_21 = 0 & all_31_22 = % 25.34/4.26 | | | 0 & cGekkonidae(all_31_23) = 0 & cBipedidae(all_31_23) = 0) | % 25.34/4.26 | | | (all_31_24 = 0 & all_31_25 = 0 & cSphenodontidae(all_31_26) = 0 & % 25.34/4.26 | | | cBipedidae(all_31_26) = 0) | (all_31_27 = 0 & all_31_28 = 0 & % 25.34/4.26 | | | cGekkonidae(all_31_29) = 0 & cCrocodylidae(all_31_29) = 0) | % 25.34/4.26 | | | (all_31_30 = 0 & all_31_31 = 0 & cSphenodontidae(all_31_32) = 0 & % 25.34/4.26 | | | cGekkonidae(all_31_32) = 0) | (all_31_33 = 0 & all_31_34 = 0 & % 25.34/4.26 | | | cSphenodontidae(all_31_35) = 0 & cAgamidae(all_31_35) = 0) | % 25.34/4.26 | | | (all_31_36 = 0 & all_31_37 = 0 & cCrocodylidae(all_31_38) = 0 & % 25.34/4.26 | | | cAnomalepidae(all_31_38) = 0) | (all_31_39 = 0 & all_31_40 = 0 % 25.34/4.26 | | | & cEmydidae(all_31_41) = 0 & cCrocodylidae(all_31_41) = 0) | % 25.34/4.26 | | | (all_31_42 = 0 & all_31_43 = 0 & cLoxocemidae(all_31_44) = 0 & % 25.34/4.26 | | | cAmphisbaenidae(all_31_44) = 0) | (all_31_45 = 0 & all_31_46 = % 25.34/4.26 | | | 0 & cLeptotyphlopidae(all_31_47) = 0 & cAgamidae(all_31_47) = % 25.34/4.26 | | | 0) | (all_31_48 = 0 & all_31_49 = 0 & cCrocodylidae(all_31_50) % 25.34/4.26 | | | = 0 & cAmphisbaenidae(all_31_50) = 0) | (all_31_51 = 0 & % 25.34/4.26 | | | all_31_52 = 0 & cLoxocemidae(all_31_53) = 0 & % 25.34/4.26 | | | cCrocodylidae(all_31_53) = 0) | (all_31_54 = 0 & all_31_55 = 0 % 25.34/4.26 | | | & cXantusiidae(all_31_56) = 0 & cCrocodylidae(all_31_56) = 0) % 25.34/4.26 | | | % 25.34/4.26 | | | BETA: splitting (180) gives: % 25.34/4.26 | | | % 25.34/4.26 | | | Case 1: % 25.34/4.26 | | | | % 25.34/4.27 | | | | (181) (all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) = 0 % 25.34/4.27 | | | | & cBipedidae(all_31_8) = 0) | (all_31_9 = 0 & all_31_10 = 0 & % 25.34/4.27 | | | | cBipedidae(all_31_11) = 0 & cAnomalepidae(all_31_11) = 0) | % 25.34/4.27 | | | | (all_31_12 = 0 & all_31_13 = 0 & cLeptotyphlopidae(all_31_14) = % 25.34/4.27 | | | | 0 & cGekkonidae(all_31_14) = 0) | (all_31_15 = 0 & all_31_16 % 25.34/4.27 | | | | = 0 & cSphenodontidae(all_31_17) = 0 & % 25.34/4.27 | | | | cAmphisbaenidae(all_31_17) = 0) | (all_31_18 = 0 & all_31_19 % 25.34/4.27 | | | | = 0 & cCrocodylidae(all_31_20) = 0 & cBipedidae(all_31_20) = % 25.34/4.27 | | | | 0) | (all_31_21 = 0 & all_31_22 = 0 & cGekkonidae(all_31_23) % 25.34/4.27 | | | | = 0 & cBipedidae(all_31_23) = 0) | (all_31_24 = 0 & all_31_25 % 25.34/4.27 | | | | = 0 & cSphenodontidae(all_31_26) = 0 & cBipedidae(all_31_26) % 25.34/4.27 | | | | = 0) | (all_31_27 = 0 & all_31_28 = 0 & % 25.34/4.27 | | | | cGekkonidae(all_31_29) = 0 & cCrocodylidae(all_31_29) = 0) % 25.34/4.27 | | | | % 25.34/4.27 | | | | BETA: splitting (181) gives: % 25.34/4.27 | | | | % 25.34/4.27 | | | | Case 1: % 25.34/4.27 | | | | | % 25.34/4.27 | | | | | (182) (all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) = % 25.34/4.27 | | | | | 0 & cBipedidae(all_31_8) = 0) | (all_31_9 = 0 & all_31_10 = % 25.34/4.27 | | | | | 0 & cBipedidae(all_31_11) = 0 & cAnomalepidae(all_31_11) = % 25.34/4.27 | | | | | 0) | (all_31_12 = 0 & all_31_13 = 0 & % 25.34/4.27 | | | | | cLeptotyphlopidae(all_31_14) = 0 & cGekkonidae(all_31_14) = % 25.34/4.27 | | | | | 0) | (all_31_15 = 0 & all_31_16 = 0 & % 25.34/4.27 | | | | | cSphenodontidae(all_31_17) = 0 & cAmphisbaenidae(all_31_17) % 25.34/4.27 | | | | | = 0) % 25.34/4.27 | | | | | % 25.34/4.27 | | | | | BETA: splitting (182) gives: % 25.34/4.27 | | | | | % 25.34/4.27 | | | | | Case 1: % 25.34/4.27 | | | | | | % 25.34/4.27 | | | | | | (183) (all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) % 25.34/4.27 | | | | | | = 0 & cBipedidae(all_31_8) = 0) | (all_31_9 = 0 & % 25.34/4.27 | | | | | | all_31_10 = 0 & cBipedidae(all_31_11) = 0 & % 25.34/4.27 | | | | | | cAnomalepidae(all_31_11) = 0) % 25.34/4.27 | | | | | | % 25.34/4.27 | | | | | | BETA: splitting (183) gives: % 25.34/4.27 | | | | | | % 25.34/4.27 | | | | | | Case 1: % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | (184) all_31_6 = 0 & all_31_7 = 0 & cLeptotyphlopidae(all_31_8) % 25.34/4.27 | | | | | | | = 0 & cBipedidae(all_31_8) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | ALPHA: (184) implies: % 25.34/4.27 | | | | | | | (185) cBipedidae(all_31_8) = 0 % 25.34/4.27 | | | | | | | (186) cLeptotyphlopidae(all_31_8) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (11) with all_31_8, simplifying with % 25.34/4.27 | | | | | | | (175), (185) gives: % 25.34/4.27 | | | | | | | (187) rfamily_name(all_31_8, xsd_string_3) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (21) with all_31_8, simplifying with % 25.34/4.27 | | | | | | | (175), (186) gives: % 25.34/4.27 | | | | | | | (188) rfamily_name(all_31_8, xsd_string_8) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (22) with all_31_8, simplifying with % 25.34/4.27 | | | | | | | (175), (186) gives: % 25.34/4.27 | | | | | | | (189) cReptile(all_31_8) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (25) with all_31_8, xsd_string_3, % 25.34/4.27 | | | | | | | xsd_string_8, simplifying with (71), (101), (175), % 25.34/4.27 | | | | | | | (187), (188), (189) gives: % 25.34/4.27 | | | | | | | (190) xsd_string_8 = xsd_string_3 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | REDUCE: (67), (190) imply: % 25.34/4.27 | | | | | | | (191) $false % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | CLOSE: (191) is inconsistent. % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | Case 2: % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | (192) all_31_9 = 0 & all_31_10 = 0 & cBipedidae(all_31_11) = 0 % 25.34/4.27 | | | | | | | & cAnomalepidae(all_31_11) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | ALPHA: (192) implies: % 25.34/4.27 | | | | | | | (193) cAnomalepidae(all_31_11) = 0 % 25.34/4.27 | | | | | | | (194) cBipedidae(all_31_11) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (9) with all_31_11, simplifying with % 25.34/4.27 | | | | | | | (174), (193) gives: % 25.34/4.27 | | | | | | | (195) rfamily_name(all_31_11, xsd_string_2) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (11) with all_31_11, simplifying with % 25.34/4.27 | | | | | | | (174), (194) gives: % 25.34/4.27 | | | | | | | (196) rfamily_name(all_31_11, xsd_string_3) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (12) with all_31_11, simplifying with % 25.34/4.27 | | | | | | | (174), (194) gives: % 25.34/4.27 | | | | | | | (197) cReptile(all_31_11) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (25) with all_31_11, xsd_string_2, % 25.34/4.27 | | | | | | | xsd_string_3, simplifying with (62), (71), (174), % 25.34/4.27 | | | | | | | (195), (196), (197) gives: % 25.34/4.27 | | | | | | | (198) xsd_string_3 = xsd_string_2 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | REDUCE: (53), (198) imply: % 25.34/4.27 | | | | | | | (199) $false % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | CLOSE: (199) is inconsistent. % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | End of split % 25.34/4.27 | | | | | | % 25.34/4.27 | | | | | Case 2: % 25.34/4.27 | | | | | | % 25.34/4.27 | | | | | | (200) (all_31_12 = 0 & all_31_13 = 0 & % 25.34/4.27 | | | | | | cLeptotyphlopidae(all_31_14) = 0 & cGekkonidae(all_31_14) % 25.34/4.27 | | | | | | = 0) | (all_31_15 = 0 & all_31_16 = 0 & % 25.34/4.27 | | | | | | cSphenodontidae(all_31_17) = 0 & % 25.34/4.27 | | | | | | cAmphisbaenidae(all_31_17) = 0) % 25.34/4.27 | | | | | | % 25.34/4.27 | | | | | | BETA: splitting (200) gives: % 25.34/4.27 | | | | | | % 25.34/4.27 | | | | | | Case 1: % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | (201) all_31_12 = 0 & all_31_13 = 0 & % 25.34/4.27 | | | | | | | cLeptotyphlopidae(all_31_14) = 0 & cGekkonidae(all_31_14) % 25.34/4.27 | | | | | | | = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | ALPHA: (201) implies: % 25.34/4.27 | | | | | | | (202) cGekkonidae(all_31_14) = 0 % 25.34/4.27 | | | | | | | (203) cLeptotyphlopidae(all_31_14) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (19) with all_31_14, simplifying with % 25.34/4.27 | | | | | | | (173), (202) gives: % 25.34/4.27 | | | | | | | (204) rfamily_name(all_31_14, xsd_string_7) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (21) with all_31_14, simplifying with % 25.34/4.27 | | | | | | | (173), (203) gives: % 25.34/4.27 | | | | | | | (205) rfamily_name(all_31_14, xsd_string_8) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (22) with all_31_14, simplifying with % 25.34/4.27 | | | | | | | (173), (203) gives: % 25.34/4.27 | | | | | | | (206) cReptile(all_31_14) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | GROUND_INST: instantiating (25) with all_31_14, xsd_string_7, % 25.34/4.27 | | | | | | | xsd_string_8, simplifying with (97), (101), (173), % 25.34/4.27 | | | | | | | (204), (205), (206) gives: % 25.34/4.27 | | | | | | | (207) xsd_string_8 = xsd_string_7 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | REDUCE: (93), (207) imply: % 25.34/4.27 | | | | | | | (208) $false % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | CLOSE: (208) is inconsistent. % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | Case 2: % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | (209) all_31_15 = 0 & all_31_16 = 0 & % 25.34/4.27 | | | | | | | cSphenodontidae(all_31_17) = 0 & % 25.34/4.27 | | | | | | | cAmphisbaenidae(all_31_17) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.27 | | | | | | | ALPHA: (209) implies: % 25.34/4.27 | | | | | | | (210) cAmphisbaenidae(all_31_17) = 0 % 25.34/4.27 | | | | | | | (211) cSphenodontidae(all_31_17) = 0 % 25.34/4.27 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (7) with all_31_17, simplifying with % 25.34/4.28 | | | | | | | (172), (210) gives: % 25.34/4.28 | | | | | | | (212) rfamily_name(all_31_17, xsd_string_1) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (26) with all_31_17, simplifying with % 25.34/4.28 | | | | | | | (172), (211) gives: % 25.34/4.28 | | | | | | | (213) rfamily_name(all_31_17, xsd_string_10) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (27) with all_31_17, simplifying with % 25.34/4.28 | | | | | | | (172), (211) gives: % 25.34/4.28 | | | | | | | (214) cReptile(all_31_17) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (25) with all_31_17, xsd_string_1, % 25.34/4.28 | | | | | | | xsd_string_10, simplifying with (52), (106), (172), % 25.34/4.28 | | | | | | | (212), (213), (214) gives: % 25.34/4.28 | | | | | | | (215) xsd_string_10 = xsd_string_1 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | REDUCE: (50), (215) imply: % 25.34/4.28 | | | | | | | (216) $false % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | CLOSE: (216) is inconsistent. % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | End of split % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | End of split % 25.34/4.28 | | | | | % 25.34/4.28 | | | | Case 2: % 25.34/4.28 | | | | | % 25.34/4.28 | | | | | (217) (all_31_18 = 0 & all_31_19 = 0 & cCrocodylidae(all_31_20) = 0 % 25.34/4.28 | | | | | & cBipedidae(all_31_20) = 0) | (all_31_21 = 0 & all_31_22 = % 25.34/4.28 | | | | | 0 & cGekkonidae(all_31_23) = 0 & cBipedidae(all_31_23) = 0) % 25.34/4.28 | | | | | | (all_31_24 = 0 & all_31_25 = 0 & cSphenodontidae(all_31_26) % 25.34/4.28 | | | | | = 0 & cBipedidae(all_31_26) = 0) | (all_31_27 = 0 & % 25.34/4.28 | | | | | all_31_28 = 0 & cGekkonidae(all_31_29) = 0 & % 25.34/4.28 | | | | | cCrocodylidae(all_31_29) = 0) % 25.34/4.28 | | | | | % 25.34/4.28 | | | | | BETA: splitting (217) gives: % 25.34/4.28 | | | | | % 25.34/4.28 | | | | | Case 1: % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | | (218) (all_31_18 = 0 & all_31_19 = 0 & cCrocodylidae(all_31_20) = % 25.34/4.28 | | | | | | 0 & cBipedidae(all_31_20) = 0) | (all_31_21 = 0 & % 25.34/4.28 | | | | | | all_31_22 = 0 & cGekkonidae(all_31_23) = 0 & % 25.34/4.28 | | | | | | cBipedidae(all_31_23) = 0) % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | | BETA: splitting (218) gives: % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | | Case 1: % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | (219) all_31_18 = 0 & all_31_19 = 0 & cCrocodylidae(all_31_20) % 25.34/4.28 | | | | | | | = 0 & cBipedidae(all_31_20) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | ALPHA: (219) implies: % 25.34/4.28 | | | | | | | (220) cBipedidae(all_31_20) = 0 % 25.34/4.28 | | | | | | | (221) cCrocodylidae(all_31_20) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (11) with all_31_20, simplifying with % 25.34/4.28 | | | | | | | (171), (220) gives: % 25.34/4.28 | | | | | | | (222) rfamily_name(all_31_20, xsd_string_3) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (15) with all_31_20, simplifying with % 25.34/4.28 | | | | | | | (171), (221) gives: % 25.34/4.28 | | | | | | | (223) rfamily_name(all_31_20, xsd_string_5) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (16) with all_31_20, simplifying with % 25.34/4.28 | | | | | | | (171), (221) gives: % 25.34/4.28 | | | | | | | (224) cReptile(all_31_20) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (25) with all_31_20, xsd_string_3, % 25.34/4.28 | | | | | | | xsd_string_5, simplifying with (71), (86), (171), % 25.34/4.28 | | | | | | | (222), (223), (224) gives: % 25.34/4.28 | | | | | | | (225) xsd_string_5 = xsd_string_3 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | REDUCE: (64), (225) imply: % 25.34/4.28 | | | | | | | (226) $false % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | CLOSE: (226) is inconsistent. % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | Case 2: % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | (227) all_31_21 = 0 & all_31_22 = 0 & cGekkonidae(all_31_23) = % 25.34/4.28 | | | | | | | 0 & cBipedidae(all_31_23) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | ALPHA: (227) implies: % 25.34/4.28 | | | | | | | (228) cBipedidae(all_31_23) = 0 % 25.34/4.28 | | | | | | | (229) cGekkonidae(all_31_23) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (11) with all_31_23, simplifying with % 25.34/4.28 | | | | | | | (170), (228) gives: % 25.34/4.28 | | | | | | | (230) rfamily_name(all_31_23, xsd_string_3) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (19) with all_31_23, simplifying with % 25.34/4.28 | | | | | | | (170), (229) gives: % 25.34/4.28 | | | | | | | (231) rfamily_name(all_31_23, xsd_string_7) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (20) with all_31_23, simplifying with % 25.34/4.28 | | | | | | | (170), (229) gives: % 25.34/4.28 | | | | | | | (232) cReptile(all_31_23) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (25) with all_31_23, xsd_string_3, % 25.34/4.28 | | | | | | | xsd_string_7, simplifying with (71), (97), (170), % 25.34/4.28 | | | | | | | (230), (231), (232) gives: % 25.34/4.28 | | | | | | | (233) xsd_string_7 = xsd_string_3 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | REDUCE: (66), (233) imply: % 25.34/4.28 | | | | | | | (234) $false % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | CLOSE: (234) is inconsistent. % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | End of split % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | Case 2: % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | | (235) (all_31_24 = 0 & all_31_25 = 0 & cSphenodontidae(all_31_26) % 25.34/4.28 | | | | | | = 0 & cBipedidae(all_31_26) = 0) | (all_31_27 = 0 & % 25.34/4.28 | | | | | | all_31_28 = 0 & cGekkonidae(all_31_29) = 0 & % 25.34/4.28 | | | | | | cCrocodylidae(all_31_29) = 0) % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | | BETA: splitting (235) gives: % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | | Case 1: % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | (236) all_31_24 = 0 & all_31_25 = 0 & % 25.34/4.28 | | | | | | | cSphenodontidae(all_31_26) = 0 & cBipedidae(all_31_26) = % 25.34/4.28 | | | | | | | 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | ALPHA: (236) implies: % 25.34/4.28 | | | | | | | (237) cBipedidae(all_31_26) = 0 % 25.34/4.28 | | | | | | | (238) cSphenodontidae(all_31_26) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (11) with all_31_26, simplifying with % 25.34/4.28 | | | | | | | (169), (237) gives: % 25.34/4.28 | | | | | | | (239) rfamily_name(all_31_26, xsd_string_3) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (26) with all_31_26, simplifying with % 25.34/4.28 | | | | | | | (169), (238) gives: % 25.34/4.28 | | | | | | | (240) rfamily_name(all_31_26, xsd_string_10) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (27) with all_31_26, simplifying with % 25.34/4.28 | | | | | | | (169), (238) gives: % 25.34/4.28 | | | | | | | (241) cReptile(all_31_26) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (25) with all_31_26, xsd_string_3, % 25.34/4.28 | | | | | | | xsd_string_10, simplifying with (71), (106), (169), % 25.34/4.28 | | | | | | | (239), (240), (241) gives: % 25.34/4.28 | | | | | | | (242) xsd_string_10 = xsd_string_3 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | REDUCE: (69), (242) imply: % 25.34/4.28 | | | | | | | (243) $false % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | CLOSE: (243) is inconsistent. % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | Case 2: % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | (244) all_31_27 = 0 & all_31_28 = 0 & cGekkonidae(all_31_29) = % 25.34/4.28 | | | | | | | 0 & cCrocodylidae(all_31_29) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | ALPHA: (244) implies: % 25.34/4.28 | | | | | | | (245) cCrocodylidae(all_31_29) = 0 % 25.34/4.28 | | | | | | | (246) cGekkonidae(all_31_29) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (15) with all_31_29, simplifying with % 25.34/4.28 | | | | | | | (168), (245) gives: % 25.34/4.28 | | | | | | | (247) rfamily_name(all_31_29, xsd_string_5) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (19) with all_31_29, simplifying with % 25.34/4.28 | | | | | | | (168), (246) gives: % 25.34/4.28 | | | | | | | (248) rfamily_name(all_31_29, xsd_string_7) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (20) with all_31_29, simplifying with % 25.34/4.28 | | | | | | | (168), (246) gives: % 25.34/4.28 | | | | | | | (249) cReptile(all_31_29) = 0 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | GROUND_INST: instantiating (25) with all_31_29, xsd_string_5, % 25.34/4.28 | | | | | | | xsd_string_7, simplifying with (86), (97), (168), % 25.34/4.28 | | | | | | | (247), (248), (249) gives: % 25.34/4.28 | | | | | | | (250) xsd_string_7 = xsd_string_5 % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | REDUCE: (81), (250) imply: % 25.34/4.28 | | | | | | | (251) $false % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | | CLOSE: (251) is inconsistent. % 25.34/4.28 | | | | | | | % 25.34/4.28 | | | | | | End of split % 25.34/4.28 | | | | | | % 25.34/4.28 | | | | | End of split % 25.34/4.28 | | | | | % 25.34/4.28 | | | | End of split % 25.34/4.28 | | | | % 25.34/4.28 | | | Case 2: % 25.34/4.28 | | | | % 25.34/4.28 | | | | (252) (all_31_30 = 0 & all_31_31 = 0 & cSphenodontidae(all_31_32) = 0 % 25.34/4.28 | | | | & cGekkonidae(all_31_32) = 0) | (all_31_33 = 0 & all_31_34 = % 25.34/4.28 | | | | 0 & cSphenodontidae(all_31_35) = 0 & cAgamidae(all_31_35) = % 25.34/4.28 | | | | 0) | (all_31_36 = 0 & all_31_37 = 0 & % 25.34/4.28 | | | | cCrocodylidae(all_31_38) = 0 & cAnomalepidae(all_31_38) = 0) % 25.34/4.28 | | | | | (all_31_39 = 0 & all_31_40 = 0 & cEmydidae(all_31_41) = 0 & % 25.34/4.28 | | | | cCrocodylidae(all_31_41) = 0) | (all_31_42 = 0 & all_31_43 = % 25.34/4.28 | | | | 0 & cLoxocemidae(all_31_44) = 0 & cAmphisbaenidae(all_31_44) % 25.34/4.28 | | | | = 0) | (all_31_45 = 0 & all_31_46 = 0 & % 25.34/4.28 | | | | cLeptotyphlopidae(all_31_47) = 0 & cAgamidae(all_31_47) = 0) % 25.34/4.28 | | | | | (all_31_48 = 0 & all_31_49 = 0 & cCrocodylidae(all_31_50) = 0 % 25.34/4.28 | | | | & cAmphisbaenidae(all_31_50) = 0) | (all_31_51 = 0 & % 25.34/4.28 | | | | all_31_52 = 0 & cLoxocemidae(all_31_53) = 0 & % 25.34/4.28 | | | | cCrocodylidae(all_31_53) = 0) | (all_31_54 = 0 & all_31_55 = % 25.34/4.28 | | | | 0 & cXantusiidae(all_31_56) = 0 & cCrocodylidae(all_31_56) = % 25.34/4.28 | | | | 0) % 25.34/4.28 | | | | % 25.34/4.28 | | | | BETA: splitting (252) gives: % 25.34/4.28 | | | | % 25.34/4.28 | | | | Case 1: % 25.34/4.28 | | | | | % 25.34/4.29 | | | | | (253) (all_31_30 = 0 & all_31_31 = 0 & cSphenodontidae(all_31_32) = % 25.34/4.29 | | | | | 0 & cGekkonidae(all_31_32) = 0) | (all_31_33 = 0 & % 25.34/4.29 | | | | | all_31_34 = 0 & cSphenodontidae(all_31_35) = 0 & % 25.34/4.29 | | | | | cAgamidae(all_31_35) = 0) | (all_31_36 = 0 & all_31_37 = 0 % 25.34/4.29 | | | | | & cCrocodylidae(all_31_38) = 0 & cAnomalepidae(all_31_38) = % 25.34/4.29 | | | | | 0) | (all_31_39 = 0 & all_31_40 = 0 & cEmydidae(all_31_41) % 25.34/4.29 | | | | | = 0 & cCrocodylidae(all_31_41) = 0) % 25.34/4.29 | | | | | % 25.34/4.29 | | | | | BETA: splitting (253) gives: % 25.34/4.29 | | | | | % 25.34/4.29 | | | | | Case 1: % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | (254) (all_31_30 = 0 & all_31_31 = 0 & cSphenodontidae(all_31_32) % 25.34/4.29 | | | | | | = 0 & cGekkonidae(all_31_32) = 0) | (all_31_33 = 0 & % 25.34/4.29 | | | | | | all_31_34 = 0 & cSphenodontidae(all_31_35) = 0 & % 25.34/4.29 | | | | | | cAgamidae(all_31_35) = 0) % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | BETA: splitting (254) gives: % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | Case 1: % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | (255) all_31_30 = 0 & all_31_31 = 0 & % 25.34/4.29 | | | | | | | cSphenodontidae(all_31_32) = 0 & cGekkonidae(all_31_32) = % 25.34/4.29 | | | | | | | 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | ALPHA: (255) implies: % 25.34/4.29 | | | | | | | (256) cGekkonidae(all_31_32) = 0 % 25.34/4.29 | | | | | | | (257) cSphenodontidae(all_31_32) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (19) with all_31_32, simplifying with % 25.34/4.29 | | | | | | | (167), (256) gives: % 25.34/4.29 | | | | | | | (258) rfamily_name(all_31_32, xsd_string_7) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (26) with all_31_32, simplifying with % 25.34/4.29 | | | | | | | (167), (257) gives: % 25.34/4.29 | | | | | | | (259) rfamily_name(all_31_32, xsd_string_10) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (27) with all_31_32, simplifying with % 25.34/4.29 | | | | | | | (167), (257) gives: % 25.34/4.29 | | | | | | | (260) cReptile(all_31_32) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (25) with all_31_32, xsd_string_7, % 25.34/4.29 | | | | | | | xsd_string_10, simplifying with (97), (106), (167), % 25.34/4.29 | | | | | | | (258), (259), (260) gives: % 25.34/4.29 | | | | | | | (261) xsd_string_10 = xsd_string_7 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | REDUCE: (95), (261) imply: % 25.34/4.29 | | | | | | | (262) $false % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | CLOSE: (262) is inconsistent. % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | Case 2: % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | (263) all_31_33 = 0 & all_31_34 = 0 & % 25.34/4.29 | | | | | | | cSphenodontidae(all_31_35) = 0 & cAgamidae(all_31_35) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | ALPHA: (263) implies: % 25.34/4.29 | | | | | | | (264) cAgamidae(all_31_35) = 0 % 25.34/4.29 | | | | | | | (265) cSphenodontidae(all_31_35) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (6) with all_31_35, simplifying with % 25.34/4.29 | | | | | | | (166), (264) gives: % 25.34/4.29 | | | | | | | (266) rfamily_name(all_31_35, xsd_string_0) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (26) with all_31_35, simplifying with % 25.34/4.29 | | | | | | | (166), (265) gives: % 25.34/4.29 | | | | | | | (267) rfamily_name(all_31_35, xsd_string_10) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (27) with all_31_35, simplifying with % 25.34/4.29 | | | | | | | (166), (265) gives: % 25.34/4.29 | | | | | | | (268) cReptile(all_31_35) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (25) with all_31_35, xsd_string_0, % 25.34/4.29 | | | | | | | xsd_string_10, simplifying with (41), (106), (166), % 25.34/4.29 | | | | | | | (266), (267), (268) gives: % 25.34/4.29 | | | | | | | (269) xsd_string_10 = xsd_string_0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | REDUCE: (39), (269) imply: % 25.34/4.29 | | | | | | | (270) $false % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | CLOSE: (270) is inconsistent. % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | End of split % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | Case 2: % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | (271) (all_31_36 = 0 & all_31_37 = 0 & cCrocodylidae(all_31_38) = % 25.34/4.29 | | | | | | 0 & cAnomalepidae(all_31_38) = 0) | (all_31_39 = 0 & % 25.34/4.29 | | | | | | all_31_40 = 0 & cEmydidae(all_31_41) = 0 & % 25.34/4.29 | | | | | | cCrocodylidae(all_31_41) = 0) % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | BETA: splitting (271) gives: % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | Case 1: % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | (272) all_31_36 = 0 & all_31_37 = 0 & cCrocodylidae(all_31_38) % 25.34/4.29 | | | | | | | = 0 & cAnomalepidae(all_31_38) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | ALPHA: (272) implies: % 25.34/4.29 | | | | | | | (273) cAnomalepidae(all_31_38) = 0 % 25.34/4.29 | | | | | | | (274) cCrocodylidae(all_31_38) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (9) with all_31_38, simplifying with % 25.34/4.29 | | | | | | | (165), (273) gives: % 25.34/4.29 | | | | | | | (275) rfamily_name(all_31_38, xsd_string_2) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (15) with all_31_38, simplifying with % 25.34/4.29 | | | | | | | (165), (274) gives: % 25.34/4.29 | | | | | | | (276) rfamily_name(all_31_38, xsd_string_5) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (16) with all_31_38, simplifying with % 25.34/4.29 | | | | | | | (165), (274) gives: % 25.34/4.29 | | | | | | | (277) cReptile(all_31_38) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (25) with all_31_38, xsd_string_2, % 25.34/4.29 | | | | | | | xsd_string_5, simplifying with (62), (86), (165), % 25.34/4.29 | | | | | | | (275), (276), (277) gives: % 25.34/4.29 | | | | | | | (278) xsd_string_5 = xsd_string_2 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | REDUCE: (55), (278) imply: % 25.34/4.29 | | | | | | | (279) $false % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | CLOSE: (279) is inconsistent. % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | Case 2: % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | (280) all_31_39 = 0 & all_31_40 = 0 & cEmydidae(all_31_41) = 0 % 25.34/4.29 | | | | | | | & cCrocodylidae(all_31_41) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | ALPHA: (280) implies: % 25.34/4.29 | | | | | | | (281) cCrocodylidae(all_31_41) = 0 % 25.34/4.29 | | | | | | | (282) cEmydidae(all_31_41) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (15) with all_31_41, simplifying with % 25.34/4.29 | | | | | | | (164), (281) gives: % 25.34/4.29 | | | | | | | (283) rfamily_name(all_31_41, xsd_string_5) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (17) with all_31_41, simplifying with % 25.34/4.29 | | | | | | | (164), (282) gives: % 25.34/4.29 | | | | | | | (284) rfamily_name(all_31_41, xsd_string_6) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (18) with all_31_41, simplifying with % 25.34/4.29 | | | | | | | (164), (282) gives: % 25.34/4.29 | | | | | | | (285) cReptile(all_31_41) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (25) with all_31_41, xsd_string_5, % 25.34/4.29 | | | | | | | xsd_string_6, simplifying with (86), (92), (164), % 25.34/4.29 | | | | | | | (283), (284), (285) gives: % 25.34/4.29 | | | | | | | (286) xsd_string_6 = xsd_string_5 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | REDUCE: (80), (286) imply: % 25.34/4.29 | | | | | | | (287) $false % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | CLOSE: (287) is inconsistent. % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | End of split % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | End of split % 25.34/4.29 | | | | | % 25.34/4.29 | | | | Case 2: % 25.34/4.29 | | | | | % 25.34/4.29 | | | | | (288) (all_31_42 = 0 & all_31_43 = 0 & cLoxocemidae(all_31_44) = 0 % 25.34/4.29 | | | | | & cAmphisbaenidae(all_31_44) = 0) | (all_31_45 = 0 & % 25.34/4.29 | | | | | all_31_46 = 0 & cLeptotyphlopidae(all_31_47) = 0 & % 25.34/4.29 | | | | | cAgamidae(all_31_47) = 0) | (all_31_48 = 0 & all_31_49 = 0 % 25.34/4.29 | | | | | & cCrocodylidae(all_31_50) = 0 & cAmphisbaenidae(all_31_50) % 25.34/4.29 | | | | | = 0) | (all_31_51 = 0 & all_31_52 = 0 & % 25.34/4.29 | | | | | cLoxocemidae(all_31_53) = 0 & cCrocodylidae(all_31_53) = 0) % 25.34/4.29 | | | | | | (all_31_54 = 0 & all_31_55 = 0 & cXantusiidae(all_31_56) = % 25.34/4.29 | | | | | 0 & cCrocodylidae(all_31_56) = 0) % 25.34/4.29 | | | | | % 25.34/4.29 | | | | | BETA: splitting (288) gives: % 25.34/4.29 | | | | | % 25.34/4.29 | | | | | Case 1: % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | (289) (all_31_42 = 0 & all_31_43 = 0 & cLoxocemidae(all_31_44) = % 25.34/4.29 | | | | | | 0 & cAmphisbaenidae(all_31_44) = 0) | (all_31_45 = 0 & % 25.34/4.29 | | | | | | all_31_46 = 0 & cLeptotyphlopidae(all_31_47) = 0 & % 25.34/4.29 | | | | | | cAgamidae(all_31_47) = 0) % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | BETA: splitting (289) gives: % 25.34/4.29 | | | | | | % 25.34/4.29 | | | | | | Case 1: % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | (290) all_31_42 = 0 & all_31_43 = 0 & cLoxocemidae(all_31_44) = % 25.34/4.29 | | | | | | | 0 & cAmphisbaenidae(all_31_44) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | ALPHA: (290) implies: % 25.34/4.29 | | | | | | | (291) cAmphisbaenidae(all_31_44) = 0 % 25.34/4.29 | | | | | | | (292) cLoxocemidae(all_31_44) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (7) with all_31_44, simplifying with % 25.34/4.29 | | | | | | | (163), (291) gives: % 25.34/4.29 | | | | | | | (293) rfamily_name(all_31_44, xsd_string_1) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (23) with all_31_44, simplifying with % 25.34/4.29 | | | | | | | (163), (292) gives: % 25.34/4.29 | | | | | | | (294) rfamily_name(all_31_44, xsd_string_9) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (24) with all_31_44, simplifying with % 25.34/4.29 | | | | | | | (163), (292) gives: % 25.34/4.29 | | | | | | | (295) cReptile(all_31_44) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | GROUND_INST: instantiating (25) with all_31_44, xsd_string_1, % 25.34/4.29 | | | | | | | xsd_string_9, simplifying with (52), (104), (163), % 25.34/4.29 | | | | | | | (293), (294), (295) gives: % 25.34/4.29 | | | | | | | (296) xsd_string_9 = xsd_string_1 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | REDUCE: (49), (296) imply: % 25.34/4.29 | | | | | | | (297) $false % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | CLOSE: (297) is inconsistent. % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | Case 2: % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | (298) all_31_45 = 0 & all_31_46 = 0 & % 25.34/4.29 | | | | | | | cLeptotyphlopidae(all_31_47) = 0 & cAgamidae(all_31_47) = % 25.34/4.29 | | | | | | | 0 % 25.34/4.29 | | | | | | | % 25.34/4.29 | | | | | | | ALPHA: (298) implies: % 25.34/4.29 | | | | | | | (299) cAgamidae(all_31_47) = 0 % 25.34/4.29 | | | | | | | (300) cLeptotyphlopidae(all_31_47) = 0 % 25.34/4.29 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (6) with all_31_47, simplifying with % 25.34/4.30 | | | | | | | (162), (299) gives: % 25.34/4.30 | | | | | | | (301) rfamily_name(all_31_47, xsd_string_0) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (21) with all_31_47, simplifying with % 25.34/4.30 | | | | | | | (162), (300) gives: % 25.34/4.30 | | | | | | | (302) rfamily_name(all_31_47, xsd_string_8) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (22) with all_31_47, simplifying with % 25.34/4.30 | | | | | | | (162), (300) gives: % 25.34/4.30 | | | | | | | (303) cReptile(all_31_47) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (25) with all_31_47, xsd_string_0, % 25.34/4.30 | | | | | | | xsd_string_8, simplifying with (41), (101), (162), % 25.34/4.30 | | | | | | | (301), (302), (303) gives: % 25.34/4.30 | | | | | | | (304) xsd_string_8 = xsd_string_0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | REDUCE: (37), (304) imply: % 25.34/4.30 | | | | | | | (305) $false % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | CLOSE: (305) is inconsistent. % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | End of split % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | Case 2: % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | | (306) (all_31_48 = 0 & all_31_49 = 0 & cCrocodylidae(all_31_50) = % 25.34/4.30 | | | | | | 0 & cAmphisbaenidae(all_31_50) = 0) | (all_31_51 = 0 & % 25.34/4.30 | | | | | | all_31_52 = 0 & cLoxocemidae(all_31_53) = 0 & % 25.34/4.30 | | | | | | cCrocodylidae(all_31_53) = 0) | (all_31_54 = 0 & % 25.34/4.30 | | | | | | all_31_55 = 0 & cXantusiidae(all_31_56) = 0 & % 25.34/4.30 | | | | | | cCrocodylidae(all_31_56) = 0) % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | | BETA: splitting (306) gives: % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | | Case 1: % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | (307) all_31_48 = 0 & all_31_49 = 0 & cCrocodylidae(all_31_50) % 25.34/4.30 | | | | | | | = 0 & cAmphisbaenidae(all_31_50) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | ALPHA: (307) implies: % 25.34/4.30 | | | | | | | (308) cAmphisbaenidae(all_31_50) = 0 % 25.34/4.30 | | | | | | | (309) cCrocodylidae(all_31_50) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (7) with all_31_50, simplifying with % 25.34/4.30 | | | | | | | (161), (308) gives: % 25.34/4.30 | | | | | | | (310) rfamily_name(all_31_50, xsd_string_1) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (15) with all_31_50, simplifying with % 25.34/4.30 | | | | | | | (161), (309) gives: % 25.34/4.30 | | | | | | | (311) rfamily_name(all_31_50, xsd_string_5) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (16) with all_31_50, simplifying with % 25.34/4.30 | | | | | | | (161), (309) gives: % 25.34/4.30 | | | | | | | (312) cReptile(all_31_50) = 0 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | GROUND_INST: instantiating (25) with all_31_50, xsd_string_1, % 25.34/4.30 | | | | | | | xsd_string_5, simplifying with (52), (86), (161), % 25.34/4.30 | | | | | | | (310), (311), (312) gives: % 25.34/4.30 | | | | | | | (313) xsd_string_5 = xsd_string_1 % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | REDUCE: (45), (313) imply: % 25.34/4.30 | | | | | | | (314) $false % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | CLOSE: (314) is inconsistent. % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | Case 2: % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | (315) (all_31_51 = 0 & all_31_52 = 0 & cLoxocemidae(all_31_53) % 25.34/4.30 | | | | | | | = 0 & cCrocodylidae(all_31_53) = 0) | (all_31_54 = 0 & % 25.34/4.30 | | | | | | | all_31_55 = 0 & cXantusiidae(all_31_56) = 0 & % 25.34/4.30 | | | | | | | cCrocodylidae(all_31_56) = 0) % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | BETA: splitting (315) gives: % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | | Case 1: % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | (316) all_31_51 = 0 & all_31_52 = 0 & cLoxocemidae(all_31_53) % 25.34/4.30 | | | | | | | | = 0 & cCrocodylidae(all_31_53) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | ALPHA: (316) implies: % 25.34/4.30 | | | | | | | | (317) cCrocodylidae(all_31_53) = 0 % 25.34/4.30 | | | | | | | | (318) cLoxocemidae(all_31_53) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (15) with all_31_53, simplifying with % 25.34/4.30 | | | | | | | | (160), (317) gives: % 25.34/4.30 | | | | | | | | (319) rfamily_name(all_31_53, xsd_string_5) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (23) with all_31_53, simplifying with % 25.34/4.30 | | | | | | | | (160), (318) gives: % 25.34/4.30 | | | | | | | | (320) rfamily_name(all_31_53, xsd_string_9) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (24) with all_31_53, simplifying with % 25.34/4.30 | | | | | | | | (160), (318) gives: % 25.34/4.30 | | | | | | | | (321) cReptile(all_31_53) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (25) with all_31_53, xsd_string_5, % 25.34/4.30 | | | | | | | | xsd_string_9, simplifying with (86), (104), (160), % 25.34/4.30 | | | | | | | | (319), (320), (321) gives: % 25.34/4.30 | | | | | | | | (322) xsd_string_9 = xsd_string_5 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | REDUCE: (83), (322) imply: % 25.34/4.30 | | | | | | | | (323) $false % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | CLOSE: (323) is inconsistent. % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | Case 2: % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | (324) all_31_54 = 0 & all_31_55 = 0 & cXantusiidae(all_31_56) % 25.34/4.30 | | | | | | | | = 0 & cCrocodylidae(all_31_56) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | ALPHA: (324) implies: % 25.34/4.30 | | | | | | | | (325) cCrocodylidae(all_31_56) = 0 % 25.34/4.30 | | | | | | | | (326) cXantusiidae(all_31_56) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (15) with all_31_56, simplifying with % 25.34/4.30 | | | | | | | | (159), (325) gives: % 25.34/4.30 | | | | | | | | (327) rfamily_name(all_31_56, xsd_string_5) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (28) with all_31_56, simplifying with % 25.34/4.30 | | | | | | | | (159), (326) gives: % 25.34/4.30 | | | | | | | | (328) rfamily_name(all_31_56, xsd_string_11) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (29) with all_31_56, simplifying with % 25.34/4.30 | | | | | | | | (159), (326) gives: % 25.34/4.30 | | | | | | | | (329) cReptile(all_31_56) = 0 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | GROUND_INST: instantiating (25) with all_31_56, xsd_string_5, % 25.34/4.30 | | | | | | | | xsd_string_11, simplifying with (86), (107), (159), % 25.34/4.30 | | | | | | | | (327), (328), (329) gives: % 25.34/4.30 | | | | | | | | (330) xsd_string_11 = xsd_string_5 % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | REDUCE: (85), (330) imply: % 25.34/4.30 | | | | | | | | (331) $false % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | | CLOSE: (331) is inconsistent. % 25.34/4.30 | | | | | | | | % 25.34/4.30 | | | | | | | End of split % 25.34/4.30 | | | | | | | % 25.34/4.30 | | | | | | End of split % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | End of split % 25.34/4.30 | | | | | % 25.34/4.30 | | | | End of split % 25.34/4.30 | | | | % 25.34/4.30 | | | End of split % 25.34/4.30 | | | % 25.34/4.30 | | Case 2: % 25.34/4.30 | | | % 25.34/4.30 | | | (332) (all_31_57 = 0 & all_31_58 = 0 & cEmydidae(all_31_59) = 0 & % 25.34/4.30 | | | cBipedidae(all_31_59) = 0) | (all_31_60 = 0 & all_31_61 = 0 & % 25.34/4.30 | | | cEmydidae(all_31_62) = 0 & cAmphisbaenidae(all_31_62) = 0) | % 25.34/4.30 | | | (all_31_63 = 0 & all_31_64 = 0 & cCrocodylidae(all_31_65) = 0 & % 25.34/4.30 | | | cAgamidae(all_31_65) = 0) | (all_31_66 = 0 & all_31_67 = 0 & % 25.34/4.30 | | | cXantusiidae(all_31_68) = 0 & cLoxocemidae(all_31_68) = 0) | % 25.34/4.30 | | | (all_31_69 = 0 & all_31_70 = 0 & cXantusiidae(all_31_71) = 0 & % 25.34/4.30 | | | cEmydidae(all_31_71) = 0) | (all_31_72 = 0 & all_31_73 = 0 & % 25.34/4.30 | | | cLoxocemidae(all_31_74) = 0 & cBipedidae(all_31_74) = 0) | % 25.34/4.30 | | | (all_31_75 = 0 & all_31_76 = 0 & cBipedidae(all_31_77) = 0 & % 25.34/4.30 | | | cAgamidae(all_31_77) = 0) | (all_31_78 = 0 & all_31_79 = 0 & % 25.34/4.30 | | | cGekkonidae(all_31_80) = 0 & cAmphisbaenidae(all_31_80) = 0) | % 25.34/4.30 | | | (all_31_81 = 0 & all_31_82 = 0 & cLeptotyphlopidae(all_31_83) = 0 % 25.34/4.30 | | | & cCrocodylidae(all_31_83) = 0) | (all_31_84 = 0 & all_31_85 = % 25.34/4.30 | | | 0 & cSphenodontidae(all_31_86) = 0 & cCordylidae(all_31_86) = % 25.34/4.30 | | | 0) | (all_31_87 = 0 & all_31_88 = 0 & cCordylidae(all_31_89) = % 25.34/4.30 | | | 0 & cAmphisbaenidae(all_31_89) = 0) | (all_31_90 = 0 & % 25.34/4.30 | | | all_31_91 = 0 & cLoxocemidae(all_31_92) = 0 & % 25.34/4.30 | | | cCordylidae(all_31_92) = 0) | (all_31_93 = 0 & all_31_94 = 0 & % 25.34/4.30 | | | cGekkonidae(all_31_95) = 0 & cCordylidae(all_31_95) = 0) | % 25.34/4.30 | | | (all_31_96 = 0 & all_31_97 = 0 & cXantusiidae(all_31_98) = 0 & % 25.34/4.30 | | | cAgamidae(all_31_98) = 0) | (all_31_99 = 0 & all_31_100 = 0 & % 25.34/4.30 | | | cCordylidae(all_31_101) = 0 & cAnomalepidae(all_31_101) = 0) | % 25.34/4.30 | | | (all_31_102 = 0 & all_31_103 = 0 & cEmydidae(all_31_104) = 0 & % 25.34/4.30 | | | cAgamidae(all_31_104) = 0) | (all_31_105 = 0 & all_31_106 = 0 & % 25.34/4.30 | | | cEmydidae(all_31_107) = 0 & cCordylidae(all_31_107) = 0) % 25.34/4.30 | | | % 25.34/4.30 | | | BETA: splitting (332) gives: % 25.34/4.30 | | | % 25.34/4.30 | | | Case 1: % 25.34/4.30 | | | | % 25.34/4.30 | | | | (333) (all_31_57 = 0 & all_31_58 = 0 & cEmydidae(all_31_59) = 0 & % 25.34/4.30 | | | | cBipedidae(all_31_59) = 0) | (all_31_60 = 0 & all_31_61 = 0 & % 25.34/4.30 | | | | cEmydidae(all_31_62) = 0 & cAmphisbaenidae(all_31_62) = 0) | % 25.34/4.30 | | | | (all_31_63 = 0 & all_31_64 = 0 & cCrocodylidae(all_31_65) = 0 & % 25.34/4.30 | | | | cAgamidae(all_31_65) = 0) | (all_31_66 = 0 & all_31_67 = 0 & % 25.34/4.30 | | | | cXantusiidae(all_31_68) = 0 & cLoxocemidae(all_31_68) = 0) | % 25.34/4.30 | | | | (all_31_69 = 0 & all_31_70 = 0 & cXantusiidae(all_31_71) = 0 & % 25.34/4.30 | | | | cEmydidae(all_31_71) = 0) | (all_31_72 = 0 & all_31_73 = 0 & % 25.34/4.30 | | | | cLoxocemidae(all_31_74) = 0 & cBipedidae(all_31_74) = 0) | % 25.34/4.30 | | | | (all_31_75 = 0 & all_31_76 = 0 & cBipedidae(all_31_77) = 0 & % 25.34/4.30 | | | | cAgamidae(all_31_77) = 0) | (all_31_78 = 0 & all_31_79 = 0 & % 25.34/4.30 | | | | cGekkonidae(all_31_80) = 0 & cAmphisbaenidae(all_31_80) = 0) % 25.34/4.30 | | | | % 25.34/4.30 | | | | BETA: splitting (333) gives: % 25.34/4.30 | | | | % 25.34/4.30 | | | | Case 1: % 25.34/4.30 | | | | | % 25.34/4.30 | | | | | (334) (all_31_57 = 0 & all_31_58 = 0 & cEmydidae(all_31_59) = 0 & % 25.34/4.30 | | | | | cBipedidae(all_31_59) = 0) | (all_31_60 = 0 & all_31_61 = 0 % 25.34/4.30 | | | | | & cEmydidae(all_31_62) = 0 & cAmphisbaenidae(all_31_62) = % 25.34/4.30 | | | | | 0) | (all_31_63 = 0 & all_31_64 = 0 & % 25.34/4.30 | | | | | cCrocodylidae(all_31_65) = 0 & cAgamidae(all_31_65) = 0) | % 25.34/4.30 | | | | | (all_31_66 = 0 & all_31_67 = 0 & cXantusiidae(all_31_68) = 0 % 25.34/4.30 | | | | | & cLoxocemidae(all_31_68) = 0) % 25.34/4.30 | | | | | % 25.34/4.30 | | | | | BETA: splitting (334) gives: % 25.34/4.30 | | | | | % 25.34/4.30 | | | | | Case 1: % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | | (335) (all_31_57 = 0 & all_31_58 = 0 & cEmydidae(all_31_59) = 0 & % 25.34/4.30 | | | | | | cBipedidae(all_31_59) = 0) | (all_31_60 = 0 & all_31_61 = % 25.34/4.30 | | | | | | 0 & cEmydidae(all_31_62) = 0 & cAmphisbaenidae(all_31_62) % 25.34/4.30 | | | | | | = 0) % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | | BETA: splitting (335) gives: % 25.34/4.30 | | | | | | % 25.34/4.30 | | | | | | Case 1: % 25.34/4.30 | | | | | | | % 25.34/4.31 | | | | | | | (336) all_31_57 = 0 & all_31_58 = 0 & cEmydidae(all_31_59) = 0 % 25.34/4.31 | | | | | | | & cBipedidae(all_31_59) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | ALPHA: (336) implies: % 25.34/4.31 | | | | | | | (337) cBipedidae(all_31_59) = 0 % 25.34/4.31 | | | | | | | (338) cEmydidae(all_31_59) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (11) with all_31_59, simplifying with % 25.34/4.31 | | | | | | | (158), (337) gives: % 25.34/4.31 | | | | | | | (339) rfamily_name(all_31_59, xsd_string_3) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (17) with all_31_59, simplifying with % 25.34/4.31 | | | | | | | (158), (338) gives: % 25.34/4.31 | | | | | | | (340) rfamily_name(all_31_59, xsd_string_6) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (18) with all_31_59, simplifying with % 25.34/4.31 | | | | | | | (158), (338) gives: % 25.34/4.31 | | | | | | | (341) cReptile(all_31_59) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (25) with all_31_59, xsd_string_3, % 25.34/4.31 | | | | | | | xsd_string_6, simplifying with (71), (92), (158), % 25.34/4.31 | | | | | | | (339), (340), (341) gives: % 25.34/4.31 | | | | | | | (342) xsd_string_6 = xsd_string_3 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | REDUCE: (65), (342) imply: % 25.34/4.31 | | | | | | | (343) $false % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | CLOSE: (343) is inconsistent. % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | Case 2: % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | (344) all_31_60 = 0 & all_31_61 = 0 & cEmydidae(all_31_62) = 0 % 25.34/4.31 | | | | | | | & cAmphisbaenidae(all_31_62) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | ALPHA: (344) implies: % 25.34/4.31 | | | | | | | (345) cAmphisbaenidae(all_31_62) = 0 % 25.34/4.31 | | | | | | | (346) cEmydidae(all_31_62) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (7) with all_31_62, simplifying with % 25.34/4.31 | | | | | | | (157), (345) gives: % 25.34/4.31 | | | | | | | (347) rfamily_name(all_31_62, xsd_string_1) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (17) with all_31_62, simplifying with % 25.34/4.31 | | | | | | | (157), (346) gives: % 25.34/4.31 | | | | | | | (348) rfamily_name(all_31_62, xsd_string_6) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (18) with all_31_62, simplifying with % 25.34/4.31 | | | | | | | (157), (346) gives: % 25.34/4.31 | | | | | | | (349) cReptile(all_31_62) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (25) with all_31_62, xsd_string_1, % 25.34/4.31 | | | | | | | xsd_string_6, simplifying with (52), (92), (157), % 25.34/4.31 | | | | | | | (347), (348), (349) gives: % 25.34/4.31 | | | | | | | (350) xsd_string_6 = xsd_string_1 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | REDUCE: (46), (350) imply: % 25.34/4.31 | | | | | | | (351) $false % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | CLOSE: (351) is inconsistent. % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | End of split % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | Case 2: % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | (352) (all_31_63 = 0 & all_31_64 = 0 & cCrocodylidae(all_31_65) = % 25.34/4.31 | | | | | | 0 & cAgamidae(all_31_65) = 0) | (all_31_66 = 0 & % 25.34/4.31 | | | | | | all_31_67 = 0 & cXantusiidae(all_31_68) = 0 & % 25.34/4.31 | | | | | | cLoxocemidae(all_31_68) = 0) % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | BETA: splitting (352) gives: % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | Case 1: % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | (353) all_31_63 = 0 & all_31_64 = 0 & cCrocodylidae(all_31_65) % 25.34/4.31 | | | | | | | = 0 & cAgamidae(all_31_65) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | ALPHA: (353) implies: % 25.34/4.31 | | | | | | | (354) cAgamidae(all_31_65) = 0 % 25.34/4.31 | | | | | | | (355) cCrocodylidae(all_31_65) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (6) with all_31_65, simplifying with % 25.34/4.31 | | | | | | | (156), (354) gives: % 25.34/4.31 | | | | | | | (356) rfamily_name(all_31_65, xsd_string_0) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (15) with all_31_65, simplifying with % 25.34/4.31 | | | | | | | (156), (355) gives: % 25.34/4.31 | | | | | | | (357) rfamily_name(all_31_65, xsd_string_5) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (16) with all_31_65, simplifying with % 25.34/4.31 | | | | | | | (156), (355) gives: % 25.34/4.31 | | | | | | | (358) cReptile(all_31_65) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (25) with all_31_65, xsd_string_0, % 25.34/4.31 | | | | | | | xsd_string_5, simplifying with (41), (86), (156), % 25.34/4.31 | | | | | | | (356), (357), (358) gives: % 25.34/4.31 | | | | | | | (359) xsd_string_5 = xsd_string_0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | REDUCE: (34), (359) imply: % 25.34/4.31 | | | | | | | (360) $false % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | CLOSE: (360) is inconsistent. % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | Case 2: % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | (361) all_31_66 = 0 & all_31_67 = 0 & cXantusiidae(all_31_68) = % 25.34/4.31 | | | | | | | 0 & cLoxocemidae(all_31_68) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | ALPHA: (361) implies: % 25.34/4.31 | | | | | | | (362) cLoxocemidae(all_31_68) = 0 % 25.34/4.31 | | | | | | | (363) cXantusiidae(all_31_68) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (23) with all_31_68, simplifying with % 25.34/4.31 | | | | | | | (155), (362) gives: % 25.34/4.31 | | | | | | | (364) rfamily_name(all_31_68, xsd_string_9) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (28) with all_31_68, simplifying with % 25.34/4.31 | | | | | | | (155), (363) gives: % 25.34/4.31 | | | | | | | (365) rfamily_name(all_31_68, xsd_string_11) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (29) with all_31_68, simplifying with % 25.34/4.31 | | | | | | | (155), (363) gives: % 25.34/4.31 | | | | | | | (366) cReptile(all_31_68) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (25) with all_31_68, xsd_string_9, % 25.34/4.31 | | | | | | | xsd_string_11, simplifying with (104), (107), (155), % 25.34/4.31 | | | | | | | (364), (365), (366) gives: % 25.34/4.31 | | | | | | | (367) xsd_string_11 = xsd_string_9 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | REDUCE: (103), (367) imply: % 25.34/4.31 | | | | | | | (368) $false % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | CLOSE: (368) is inconsistent. % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | End of split % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | End of split % 25.34/4.31 | | | | | % 25.34/4.31 | | | | Case 2: % 25.34/4.31 | | | | | % 25.34/4.31 | | | | | (369) (all_31_69 = 0 & all_31_70 = 0 & cXantusiidae(all_31_71) = 0 % 25.34/4.31 | | | | | & cEmydidae(all_31_71) = 0) | (all_31_72 = 0 & all_31_73 = % 25.34/4.31 | | | | | 0 & cLoxocemidae(all_31_74) = 0 & cBipedidae(all_31_74) = % 25.34/4.31 | | | | | 0) | (all_31_75 = 0 & all_31_76 = 0 & cBipedidae(all_31_77) % 25.34/4.31 | | | | | = 0 & cAgamidae(all_31_77) = 0) | (all_31_78 = 0 & % 25.34/4.31 | | | | | all_31_79 = 0 & cGekkonidae(all_31_80) = 0 & % 25.34/4.31 | | | | | cAmphisbaenidae(all_31_80) = 0) % 25.34/4.31 | | | | | % 25.34/4.31 | | | | | BETA: splitting (369) gives: % 25.34/4.31 | | | | | % 25.34/4.31 | | | | | Case 1: % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | (370) (all_31_69 = 0 & all_31_70 = 0 & cXantusiidae(all_31_71) = % 25.34/4.31 | | | | | | 0 & cEmydidae(all_31_71) = 0) | (all_31_72 = 0 & % 25.34/4.31 | | | | | | all_31_73 = 0 & cLoxocemidae(all_31_74) = 0 & % 25.34/4.31 | | | | | | cBipedidae(all_31_74) = 0) % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | BETA: splitting (370) gives: % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | Case 1: % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | (371) all_31_69 = 0 & all_31_70 = 0 & cXantusiidae(all_31_71) = % 25.34/4.31 | | | | | | | 0 & cEmydidae(all_31_71) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | ALPHA: (371) implies: % 25.34/4.31 | | | | | | | (372) cEmydidae(all_31_71) = 0 % 25.34/4.31 | | | | | | | (373) cXantusiidae(all_31_71) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (17) with all_31_71, simplifying with % 25.34/4.31 | | | | | | | (154), (372) gives: % 25.34/4.31 | | | | | | | (374) rfamily_name(all_31_71, xsd_string_6) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (28) with all_31_71, simplifying with % 25.34/4.31 | | | | | | | (154), (373) gives: % 25.34/4.31 | | | | | | | (375) rfamily_name(all_31_71, xsd_string_11) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (29) with all_31_71, simplifying with % 25.34/4.31 | | | | | | | (154), (373) gives: % 25.34/4.31 | | | | | | | (376) cReptile(all_31_71) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (25) with all_31_71, xsd_string_6, % 25.34/4.31 | | | | | | | xsd_string_11, simplifying with (92), (107), (154), % 25.34/4.31 | | | | | | | (374), (375), (376) gives: % 25.34/4.31 | | | | | | | (377) xsd_string_11 = xsd_string_6 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | REDUCE: (91), (377) imply: % 25.34/4.31 | | | | | | | (378) $false % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | CLOSE: (378) is inconsistent. % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | Case 2: % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | (379) all_31_72 = 0 & all_31_73 = 0 & cLoxocemidae(all_31_74) = % 25.34/4.31 | | | | | | | 0 & cBipedidae(all_31_74) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | ALPHA: (379) implies: % 25.34/4.31 | | | | | | | (380) cBipedidae(all_31_74) = 0 % 25.34/4.31 | | | | | | | (381) cLoxocemidae(all_31_74) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (11) with all_31_74, simplifying with % 25.34/4.31 | | | | | | | (153), (380) gives: % 25.34/4.31 | | | | | | | (382) rfamily_name(all_31_74, xsd_string_3) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (23) with all_31_74, simplifying with % 25.34/4.31 | | | | | | | (153), (381) gives: % 25.34/4.31 | | | | | | | (383) rfamily_name(all_31_74, xsd_string_9) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (24) with all_31_74, simplifying with % 25.34/4.31 | | | | | | | (153), (381) gives: % 25.34/4.31 | | | | | | | (384) cReptile(all_31_74) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (25) with all_31_74, xsd_string_3, % 25.34/4.31 | | | | | | | xsd_string_9, simplifying with (71), (104), (153), % 25.34/4.31 | | | | | | | (382), (383), (384) gives: % 25.34/4.31 | | | | | | | (385) xsd_string_9 = xsd_string_3 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | REDUCE: (68), (385) imply: % 25.34/4.31 | | | | | | | (386) $false % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | CLOSE: (386) is inconsistent. % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | End of split % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | Case 2: % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | (387) (all_31_75 = 0 & all_31_76 = 0 & cBipedidae(all_31_77) = 0 % 25.34/4.31 | | | | | | & cAgamidae(all_31_77) = 0) | (all_31_78 = 0 & all_31_79 % 25.34/4.31 | | | | | | = 0 & cGekkonidae(all_31_80) = 0 & % 25.34/4.31 | | | | | | cAmphisbaenidae(all_31_80) = 0) % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | BETA: splitting (387) gives: % 25.34/4.31 | | | | | | % 25.34/4.31 | | | | | | Case 1: % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | (388) all_31_75 = 0 & all_31_76 = 0 & cBipedidae(all_31_77) = 0 % 25.34/4.31 | | | | | | | & cAgamidae(all_31_77) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | ALPHA: (388) implies: % 25.34/4.31 | | | | | | | (389) cAgamidae(all_31_77) = 0 % 25.34/4.31 | | | | | | | (390) cBipedidae(all_31_77) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.31 | | | | | | | GROUND_INST: instantiating (6) with all_31_77, simplifying with % 25.34/4.31 | | | | | | | (152), (389) gives: % 25.34/4.31 | | | | | | | (391) rfamily_name(all_31_77, xsd_string_0) = 0 % 25.34/4.31 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (11) with all_31_77, simplifying with % 25.34/4.32 | | | | | | | (152), (390) gives: % 25.34/4.32 | | | | | | | (392) rfamily_name(all_31_77, xsd_string_3) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (12) with all_31_77, simplifying with % 25.34/4.32 | | | | | | | (152), (390) gives: % 25.34/4.32 | | | | | | | (393) cReptile(all_31_77) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (25) with all_31_77, xsd_string_0, % 25.34/4.32 | | | | | | | xsd_string_3, simplifying with (41), (71), (152), % 25.34/4.32 | | | | | | | (391), (392), (393) gives: % 25.34/4.32 | | | | | | | (394) xsd_string_3 = xsd_string_0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | REDUCE: (32), (394) imply: % 25.34/4.32 | | | | | | | (395) $false % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | CLOSE: (395) is inconsistent. % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | Case 2: % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | (396) all_31_78 = 0 & all_31_79 = 0 & cGekkonidae(all_31_80) = % 25.34/4.32 | | | | | | | 0 & cAmphisbaenidae(all_31_80) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | ALPHA: (396) implies: % 25.34/4.32 | | | | | | | (397) cAmphisbaenidae(all_31_80) = 0 % 25.34/4.32 | | | | | | | (398) cGekkonidae(all_31_80) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (7) with all_31_80, simplifying with % 25.34/4.32 | | | | | | | (151), (397) gives: % 25.34/4.32 | | | | | | | (399) rfamily_name(all_31_80, xsd_string_1) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (19) with all_31_80, simplifying with % 25.34/4.32 | | | | | | | (151), (398) gives: % 25.34/4.32 | | | | | | | (400) rfamily_name(all_31_80, xsd_string_7) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (20) with all_31_80, simplifying with % 25.34/4.32 | | | | | | | (151), (398) gives: % 25.34/4.32 | | | | | | | (401) cReptile(all_31_80) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (25) with all_31_80, xsd_string_1, % 25.34/4.32 | | | | | | | xsd_string_7, simplifying with (52), (97), (151), % 25.34/4.32 | | | | | | | (399), (400), (401) gives: % 25.34/4.32 | | | | | | | (402) xsd_string_7 = xsd_string_1 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | REDUCE: (47), (402) imply: % 25.34/4.32 | | | | | | | (403) $false % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | CLOSE: (403) is inconsistent. % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | End of split % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | End of split % 25.34/4.32 | | | | | % 25.34/4.32 | | | | End of split % 25.34/4.32 | | | | % 25.34/4.32 | | | Case 2: % 25.34/4.32 | | | | % 25.34/4.32 | | | | (404) (all_31_81 = 0 & all_31_82 = 0 & cLeptotyphlopidae(all_31_83) = % 25.34/4.32 | | | | 0 & cCrocodylidae(all_31_83) = 0) | (all_31_84 = 0 & % 25.34/4.32 | | | | all_31_85 = 0 & cSphenodontidae(all_31_86) = 0 & % 25.34/4.32 | | | | cCordylidae(all_31_86) = 0) | (all_31_87 = 0 & all_31_88 = 0 % 25.34/4.32 | | | | & cCordylidae(all_31_89) = 0 & cAmphisbaenidae(all_31_89) = % 25.34/4.32 | | | | 0) | (all_31_90 = 0 & all_31_91 = 0 & cLoxocemidae(all_31_92) % 25.34/4.32 | | | | = 0 & cCordylidae(all_31_92) = 0) | (all_31_93 = 0 & % 25.34/4.32 | | | | all_31_94 = 0 & cGekkonidae(all_31_95) = 0 & % 25.34/4.32 | | | | cCordylidae(all_31_95) = 0) | (all_31_96 = 0 & all_31_97 = 0 % 25.34/4.32 | | | | & cXantusiidae(all_31_98) = 0 & cAgamidae(all_31_98) = 0) | % 25.34/4.32 | | | | (all_31_99 = 0 & all_31_100 = 0 & cCordylidae(all_31_101) = 0 & % 25.34/4.32 | | | | cAnomalepidae(all_31_101) = 0) | (all_31_102 = 0 & all_31_103 % 25.34/4.32 | | | | = 0 & cEmydidae(all_31_104) = 0 & cAgamidae(all_31_104) = 0) % 25.34/4.32 | | | | | (all_31_105 = 0 & all_31_106 = 0 & cEmydidae(all_31_107) = 0 % 25.34/4.32 | | | | & cCordylidae(all_31_107) = 0) % 25.34/4.32 | | | | % 25.34/4.32 | | | | BETA: splitting (404) gives: % 25.34/4.32 | | | | % 25.34/4.32 | | | | Case 1: % 25.34/4.32 | | | | | % 25.34/4.32 | | | | | (405) (all_31_81 = 0 & all_31_82 = 0 & cLeptotyphlopidae(all_31_83) % 25.34/4.32 | | | | | = 0 & cCrocodylidae(all_31_83) = 0) | (all_31_84 = 0 & % 25.34/4.32 | | | | | all_31_85 = 0 & cSphenodontidae(all_31_86) = 0 & % 25.34/4.32 | | | | | cCordylidae(all_31_86) = 0) | (all_31_87 = 0 & all_31_88 = % 25.34/4.32 | | | | | 0 & cCordylidae(all_31_89) = 0 & cAmphisbaenidae(all_31_89) % 25.34/4.32 | | | | | = 0) | (all_31_90 = 0 & all_31_91 = 0 & % 25.34/4.32 | | | | | cLoxocemidae(all_31_92) = 0 & cCordylidae(all_31_92) = 0) % 25.34/4.32 | | | | | % 25.34/4.32 | | | | | BETA: splitting (405) gives: % 25.34/4.32 | | | | | % 25.34/4.32 | | | | | Case 1: % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | | (406) (all_31_81 = 0 & all_31_82 = 0 & % 25.34/4.32 | | | | | | cLeptotyphlopidae(all_31_83) = 0 & % 25.34/4.32 | | | | | | cCrocodylidae(all_31_83) = 0) | (all_31_84 = 0 & % 25.34/4.32 | | | | | | all_31_85 = 0 & cSphenodontidae(all_31_86) = 0 & % 25.34/4.32 | | | | | | cCordylidae(all_31_86) = 0) % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | | BETA: splitting (406) gives: % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | | Case 1: % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | (407) all_31_81 = 0 & all_31_82 = 0 & % 25.34/4.32 | | | | | | | cLeptotyphlopidae(all_31_83) = 0 & % 25.34/4.32 | | | | | | | cCrocodylidae(all_31_83) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | ALPHA: (407) implies: % 25.34/4.32 | | | | | | | (408) cCrocodylidae(all_31_83) = 0 % 25.34/4.32 | | | | | | | (409) cLeptotyphlopidae(all_31_83) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (15) with all_31_83, simplifying with % 25.34/4.32 | | | | | | | (150), (408) gives: % 25.34/4.32 | | | | | | | (410) rfamily_name(all_31_83, xsd_string_5) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (21) with all_31_83, simplifying with % 25.34/4.32 | | | | | | | (150), (409) gives: % 25.34/4.32 | | | | | | | (411) rfamily_name(all_31_83, xsd_string_8) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (22) with all_31_83, simplifying with % 25.34/4.32 | | | | | | | (150), (409) gives: % 25.34/4.32 | | | | | | | (412) cReptile(all_31_83) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (25) with all_31_83, xsd_string_5, % 25.34/4.32 | | | | | | | xsd_string_8, simplifying with (86), (101), (150), % 25.34/4.32 | | | | | | | (410), (411), (412) gives: % 25.34/4.32 | | | | | | | (413) xsd_string_8 = xsd_string_5 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | REDUCE: (82), (413) imply: % 25.34/4.32 | | | | | | | (414) $false % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | CLOSE: (414) is inconsistent. % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | Case 2: % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | (415) all_31_84 = 0 & all_31_85 = 0 & % 25.34/4.32 | | | | | | | cSphenodontidae(all_31_86) = 0 & cCordylidae(all_31_86) = % 25.34/4.32 | | | | | | | 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | ALPHA: (415) implies: % 25.34/4.32 | | | | | | | (416) cCordylidae(all_31_86) = 0 % 25.34/4.32 | | | | | | | (417) cSphenodontidae(all_31_86) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (13) with all_31_86, simplifying with % 25.34/4.32 | | | | | | | (149), (416) gives: % 25.34/4.32 | | | | | | | (418) rfamily_name(all_31_86, xsd_string_4) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (26) with all_31_86, simplifying with % 25.34/4.32 | | | | | | | (149), (417) gives: % 25.34/4.32 | | | | | | | (419) rfamily_name(all_31_86, xsd_string_10) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (27) with all_31_86, simplifying with % 25.34/4.32 | | | | | | | (149), (417) gives: % 25.34/4.32 | | | | | | | (420) cReptile(all_31_86) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (25) with all_31_86, xsd_string_4, % 25.34/4.32 | | | | | | | xsd_string_10, simplifying with (79), (106), (149), % 25.34/4.32 | | | | | | | (418), (419), (420) gives: % 25.34/4.32 | | | | | | | (421) xsd_string_10 = xsd_string_4 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | REDUCE: (77), (421) imply: % 25.34/4.32 | | | | | | | (422) $false % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | CLOSE: (422) is inconsistent. % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | End of split % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | Case 2: % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | | (423) (all_31_87 = 0 & all_31_88 = 0 & cCordylidae(all_31_89) = 0 % 25.34/4.32 | | | | | | & cAmphisbaenidae(all_31_89) = 0) | (all_31_90 = 0 & % 25.34/4.32 | | | | | | all_31_91 = 0 & cLoxocemidae(all_31_92) = 0 & % 25.34/4.32 | | | | | | cCordylidae(all_31_92) = 0) % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | | BETA: splitting (423) gives: % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | | Case 1: % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | (424) all_31_87 = 0 & all_31_88 = 0 & cCordylidae(all_31_89) = % 25.34/4.32 | | | | | | | 0 & cAmphisbaenidae(all_31_89) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | ALPHA: (424) implies: % 25.34/4.32 | | | | | | | (425) cAmphisbaenidae(all_31_89) = 0 % 25.34/4.32 | | | | | | | (426) cCordylidae(all_31_89) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (7) with all_31_89, simplifying with % 25.34/4.32 | | | | | | | (148), (425) gives: % 25.34/4.32 | | | | | | | (427) rfamily_name(all_31_89, xsd_string_1) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (13) with all_31_89, simplifying with % 25.34/4.32 | | | | | | | (148), (426) gives: % 25.34/4.32 | | | | | | | (428) rfamily_name(all_31_89, xsd_string_4) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (14) with all_31_89, simplifying with % 25.34/4.32 | | | | | | | (148), (426) gives: % 25.34/4.32 | | | | | | | (429) cReptile(all_31_89) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (25) with all_31_89, xsd_string_1, % 25.34/4.32 | | | | | | | xsd_string_4, simplifying with (52), (79), (148), % 25.34/4.32 | | | | | | | (427), (428), (429) gives: % 25.34/4.32 | | | | | | | (430) xsd_string_4 = xsd_string_1 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | REDUCE: (44), (430) imply: % 25.34/4.32 | | | | | | | (431) $false % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | CLOSE: (431) is inconsistent. % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | Case 2: % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | (432) all_31_90 = 0 & all_31_91 = 0 & cLoxocemidae(all_31_92) = % 25.34/4.32 | | | | | | | 0 & cCordylidae(all_31_92) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | ALPHA: (432) implies: % 25.34/4.32 | | | | | | | (433) cCordylidae(all_31_92) = 0 % 25.34/4.32 | | | | | | | (434) cLoxocemidae(all_31_92) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (13) with all_31_92, simplifying with % 25.34/4.32 | | | | | | | (147), (433) gives: % 25.34/4.32 | | | | | | | (435) rfamily_name(all_31_92, xsd_string_4) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (23) with all_31_92, simplifying with % 25.34/4.32 | | | | | | | (147), (434) gives: % 25.34/4.32 | | | | | | | (436) rfamily_name(all_31_92, xsd_string_9) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (24) with all_31_92, simplifying with % 25.34/4.32 | | | | | | | (147), (434) gives: % 25.34/4.32 | | | | | | | (437) cReptile(all_31_92) = 0 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | GROUND_INST: instantiating (25) with all_31_92, xsd_string_4, % 25.34/4.32 | | | | | | | xsd_string_9, simplifying with (79), (104), (147), % 25.34/4.32 | | | | | | | (435), (436), (437) gives: % 25.34/4.32 | | | | | | | (438) xsd_string_9 = xsd_string_4 % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | REDUCE: (76), (438) imply: % 25.34/4.32 | | | | | | | (439) $false % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | | CLOSE: (439) is inconsistent. % 25.34/4.32 | | | | | | | % 25.34/4.32 | | | | | | End of split % 25.34/4.32 | | | | | | % 25.34/4.32 | | | | | End of split % 25.34/4.32 | | | | | % 25.34/4.32 | | | | Case 2: % 25.34/4.32 | | | | | % 25.34/4.32 | | | | | (440) (all_31_93 = 0 & all_31_94 = 0 & cGekkonidae(all_31_95) = 0 & % 25.34/4.32 | | | | | cCordylidae(all_31_95) = 0) | (all_31_96 = 0 & all_31_97 = % 25.34/4.32 | | | | | 0 & cXantusiidae(all_31_98) = 0 & cAgamidae(all_31_98) = 0) % 25.34/4.32 | | | | | | (all_31_99 = 0 & all_31_100 = 0 & cCordylidae(all_31_101) = % 25.34/4.32 | | | | | 0 & cAnomalepidae(all_31_101) = 0) | (all_31_102 = 0 & % 25.34/4.32 | | | | | all_31_103 = 0 & cEmydidae(all_31_104) = 0 & % 25.34/4.32 | | | | | cAgamidae(all_31_104) = 0) | (all_31_105 = 0 & all_31_106 = % 25.34/4.32 | | | | | 0 & cEmydidae(all_31_107) = 0 & cCordylidae(all_31_107) = % 25.34/4.32 | | | | | 0) % 25.34/4.32 | | | | | % 25.34/4.32 | | | | | BETA: splitting (440) gives: % 25.34/4.32 | | | | | % 25.34/4.32 | | | | | Case 1: % 25.34/4.32 | | | | | | % 25.34/4.33 | | | | | | (441) (all_31_93 = 0 & all_31_94 = 0 & cGekkonidae(all_31_95) = 0 % 25.34/4.33 | | | | | | & cCordylidae(all_31_95) = 0) | (all_31_96 = 0 & % 25.34/4.33 | | | | | | all_31_97 = 0 & cXantusiidae(all_31_98) = 0 & % 25.34/4.33 | | | | | | cAgamidae(all_31_98) = 0) % 25.34/4.33 | | | | | | % 25.34/4.33 | | | | | | BETA: splitting (441) gives: % 25.34/4.33 | | | | | | % 25.34/4.33 | | | | | | Case 1: % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | (442) all_31_93 = 0 & all_31_94 = 0 & cGekkonidae(all_31_95) = % 25.34/4.33 | | | | | | | 0 & cCordylidae(all_31_95) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | ALPHA: (442) implies: % 25.34/4.33 | | | | | | | (443) cCordylidae(all_31_95) = 0 % 25.34/4.33 | | | | | | | (444) cGekkonidae(all_31_95) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (13) with all_31_95, simplifying with % 25.34/4.33 | | | | | | | (146), (443) gives: % 25.34/4.33 | | | | | | | (445) rfamily_name(all_31_95, xsd_string_4) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (19) with all_31_95, simplifying with % 25.34/4.33 | | | | | | | (146), (444) gives: % 25.34/4.33 | | | | | | | (446) rfamily_name(all_31_95, xsd_string_7) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (20) with all_31_95, simplifying with % 25.34/4.33 | | | | | | | (146), (444) gives: % 25.34/4.33 | | | | | | | (447) cReptile(all_31_95) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (25) with all_31_95, xsd_string_4, % 25.34/4.33 | | | | | | | xsd_string_7, simplifying with (79), (97), (146), % 25.34/4.33 | | | | | | | (445), (446), (447) gives: % 25.34/4.33 | | | | | | | (448) xsd_string_7 = xsd_string_4 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | REDUCE: (74), (448) imply: % 25.34/4.33 | | | | | | | (449) $false % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | CLOSE: (449) is inconsistent. % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | Case 2: % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | (450) all_31_96 = 0 & all_31_97 = 0 & cXantusiidae(all_31_98) = % 25.34/4.33 | | | | | | | 0 & cAgamidae(all_31_98) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | ALPHA: (450) implies: % 25.34/4.33 | | | | | | | (451) cAgamidae(all_31_98) = 0 % 25.34/4.33 | | | | | | | (452) cXantusiidae(all_31_98) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (6) with all_31_98, simplifying with % 25.34/4.33 | | | | | | | (145), (451) gives: % 25.34/4.33 | | | | | | | (453) rfamily_name(all_31_98, xsd_string_0) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (28) with all_31_98, simplifying with % 25.34/4.33 | | | | | | | (145), (452) gives: % 25.34/4.33 | | | | | | | (454) rfamily_name(all_31_98, xsd_string_11) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (29) with all_31_98, simplifying with % 25.34/4.33 | | | | | | | (145), (452) gives: % 25.34/4.33 | | | | | | | (455) cReptile(all_31_98) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (25) with all_31_98, xsd_string_0, % 25.34/4.33 | | | | | | | xsd_string_11, simplifying with (41), (107), (145), % 25.34/4.33 | | | | | | | (453), (454), (455) gives: % 25.34/4.33 | | | | | | | (456) xsd_string_11 = xsd_string_0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | REDUCE: (40), (456) imply: % 25.34/4.33 | | | | | | | (457) $false % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | CLOSE: (457) is inconsistent. % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | End of split % 25.34/4.33 | | | | | | % 25.34/4.33 | | | | | Case 2: % 25.34/4.33 | | | | | | % 25.34/4.33 | | | | | | (458) (all_31_99 = 0 & all_31_100 = 0 & cCordylidae(all_31_101) = % 25.34/4.33 | | | | | | 0 & cAnomalepidae(all_31_101) = 0) | (all_31_102 = 0 & % 25.34/4.33 | | | | | | all_31_103 = 0 & cEmydidae(all_31_104) = 0 & % 25.34/4.33 | | | | | | cAgamidae(all_31_104) = 0) | (all_31_105 = 0 & all_31_106 % 25.34/4.33 | | | | | | = 0 & cEmydidae(all_31_107) = 0 & cCordylidae(all_31_107) % 25.34/4.33 | | | | | | = 0) % 25.34/4.33 | | | | | | % 25.34/4.33 | | | | | | BETA: splitting (458) gives: % 25.34/4.33 | | | | | | % 25.34/4.33 | | | | | | Case 1: % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | (459) all_31_99 = 0 & all_31_100 = 0 & cCordylidae(all_31_101) % 25.34/4.33 | | | | | | | = 0 & cAnomalepidae(all_31_101) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | ALPHA: (459) implies: % 25.34/4.33 | | | | | | | (460) cAnomalepidae(all_31_101) = 0 % 25.34/4.33 | | | | | | | (461) cCordylidae(all_31_101) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (9) with all_31_101, simplifying with % 25.34/4.33 | | | | | | | (144), (460) gives: % 25.34/4.33 | | | | | | | (462) rfamily_name(all_31_101, xsd_string_2) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (13) with all_31_101, simplifying with % 25.34/4.33 | | | | | | | (144), (461) gives: % 25.34/4.33 | | | | | | | (463) rfamily_name(all_31_101, xsd_string_4) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (14) with all_31_101, simplifying with % 25.34/4.33 | | | | | | | (144), (461) gives: % 25.34/4.33 | | | | | | | (464) cReptile(all_31_101) = 0 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | GROUND_INST: instantiating (25) with all_31_101, xsd_string_2, % 25.34/4.33 | | | | | | | xsd_string_4, simplifying with (62), (79), (144), % 25.34/4.33 | | | | | | | (462), (463), (464) gives: % 25.34/4.33 | | | | | | | (465) xsd_string_4 = xsd_string_2 % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | REDUCE: (54), (465) imply: % 25.34/4.33 | | | | | | | (466) $false % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | CLOSE: (466) is inconsistent. % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | Case 2: % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | (467) (all_31_102 = 0 & all_31_103 = 0 & cEmydidae(all_31_104) % 25.34/4.33 | | | | | | | = 0 & cAgamidae(all_31_104) = 0) | (all_31_105 = 0 & % 25.34/4.33 | | | | | | | all_31_106 = 0 & cEmydidae(all_31_107) = 0 & % 25.34/4.33 | | | | | | | cCordylidae(all_31_107) = 0) % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | BETA: splitting (467) gives: % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | | Case 1: % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | (468) all_31_102 = 0 & all_31_103 = 0 & cEmydidae(all_31_104) % 25.34/4.33 | | | | | | | | = 0 & cAgamidae(all_31_104) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | ALPHA: (468) implies: % 25.34/4.33 | | | | | | | | (469) cAgamidae(all_31_104) = 0 % 25.34/4.33 | | | | | | | | (470) cEmydidae(all_31_104) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (6) with all_31_104, simplifying with % 25.34/4.33 | | | | | | | | (143), (469) gives: % 25.34/4.33 | | | | | | | | (471) rfamily_name(all_31_104, xsd_string_0) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (17) with all_31_104, simplifying % 25.34/4.33 | | | | | | | | with (143), (470) gives: % 25.34/4.33 | | | | | | | | (472) rfamily_name(all_31_104, xsd_string_6) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (18) with all_31_104, simplifying % 25.34/4.33 | | | | | | | | with (143), (470) gives: % 25.34/4.33 | | | | | | | | (473) cReptile(all_31_104) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (25) with all_31_104, xsd_string_0, % 25.34/4.33 | | | | | | | | xsd_string_6, simplifying with (41), (92), (143), % 25.34/4.33 | | | | | | | | (471), (472), (473) gives: % 25.34/4.33 | | | | | | | | (474) xsd_string_6 = xsd_string_0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | REDUCE: (35), (474) imply: % 25.34/4.33 | | | | | | | | (475) $false % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | CLOSE: (475) is inconsistent. % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | Case 2: % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | (476) all_31_105 = 0 & all_31_106 = 0 & cEmydidae(all_31_107) % 25.34/4.33 | | | | | | | | = 0 & cCordylidae(all_31_107) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | ALPHA: (476) implies: % 25.34/4.33 | | | | | | | | (477) cCordylidae(all_31_107) = 0 % 25.34/4.33 | | | | | | | | (478) cEmydidae(all_31_107) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (13) with all_31_107, simplifying % 25.34/4.33 | | | | | | | | with (142), (477) gives: % 25.34/4.33 | | | | | | | | (479) rfamily_name(all_31_107, xsd_string_4) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (17) with all_31_107, simplifying % 25.34/4.33 | | | | | | | | with (142), (478) gives: % 25.34/4.33 | | | | | | | | (480) rfamily_name(all_31_107, xsd_string_6) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (18) with all_31_107, simplifying % 25.34/4.33 | | | | | | | | with (142), (478) gives: % 25.34/4.33 | | | | | | | | (481) cReptile(all_31_107) = 0 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | GROUND_INST: instantiating (25) with all_31_107, xsd_string_4, % 25.34/4.33 | | | | | | | | xsd_string_6, simplifying with (79), (92), (142), % 25.34/4.33 | | | | | | | | (479), (480), (481) gives: % 25.34/4.33 | | | | | | | | (482) xsd_string_6 = xsd_string_4 % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | REDUCE: (73), (482) imply: % 25.34/4.33 | | | | | | | | (483) $false % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | | CLOSE: (483) is inconsistent. % 25.34/4.33 | | | | | | | | % 25.34/4.33 | | | | | | | End of split % 25.34/4.33 | | | | | | | % 25.34/4.33 | | | | | | End of split % 25.34/4.33 | | | | | | % 25.34/4.33 | | | | | End of split % 25.34/4.33 | | | | | % 25.34/4.33 | | | | End of split % 25.34/4.33 | | | | % 25.34/4.33 | | | End of split % 25.34/4.33 | | | % 25.34/4.33 | | End of split % 25.34/4.33 | | % 25.34/4.33 | Case 2: % 25.34/4.33 | | % 25.34/4.33 | | (484) (all_31_108 = 0 & all_31_109 = 0 & cLoxocemidae(all_31_110) = 0 & % 25.34/4.33 | | cAgamidae(all_31_110) = 0) | (all_31_111 = 0 & all_31_112 = 0 & % 25.34/4.33 | | cXantusiidae(all_31_113) = 0 & cGekkonidae(all_31_113) = 0) | % 25.34/4.33 | | (all_31_114 = 0 & all_31_115 = 0 & cXantusiidae(all_31_116) = 0 & % 25.34/4.33 | | cBipedidae(all_31_116) = 0) | (all_31_117 = 0 & all_31_118 = 0 & % 25.34/4.33 | | cEmydidae(all_31_119) = 0 & cAnomalepidae(all_31_119) = 0) | % 25.34/4.33 | | (all_31_120 = 0 & all_31_121 = 0 & cXantusiidae(all_31_122) = 0 & % 25.34/4.33 | | cSphenodontidae(all_31_122) = 0) | (all_31_123 = 0 & all_31_124 = % 25.34/4.33 | | 0 & cLeptotyphlopidae(all_31_125) = 0 & % 25.34/4.33 | | cAmphisbaenidae(all_31_125) = 0) | (all_31_126 = 0 & all_31_127 = % 25.34/4.33 | | 0 & cSphenodontidae(all_31_128) = 0 & cEmydidae(all_31_128) = 0) % 25.34/4.33 | | | (all_31_129 = 0 & all_31_130 = 0 & cLeptotyphlopidae(all_31_131) % 25.34/4.33 | | = 0 & cCordylidae(all_31_131) = 0) | (all_31_132 = 0 & all_31_133 % 25.34/4.33 | | = 0 & cGekkonidae(all_31_134) = 0 & cAnomalepidae(all_31_134) = % 25.34/4.33 | | 0) | (all_31_135 = 0 & all_31_136 = 0 & cCordylidae(all_31_137) = % 25.34/4.33 | | 0 & cBipedidae(all_31_137) = 0) | (all_31_138 = 0 & all_31_139 = % 25.34/4.33 | | 0 & cBipedidae(all_31_140) = 0 & cAmphisbaenidae(all_31_140) = 0) % 25.34/4.33 | | | (all_31_141 = 0 & all_31_142 = 0 & cXantusiidae(all_31_143) = 0 & % 25.34/4.34 | | cCordylidae(all_31_143) = 0) | (all_31_144 = 0 & all_31_145 = 0 & % 25.34/4.34 | | cAnomalepidae(all_31_146) = 0 & cAgamidae(all_31_146) = 0) | % 25.34/4.34 | | (all_31_147 = 0 & all_31_148 = 0 & cSphenodontidae(all_31_149) = 0 % 25.34/4.34 | | & cCrocodylidae(all_31_149) = 0) | (all_31_150 = 0 & all_31_151 = % 25.34/4.34 | | 0 & cXantusiidae(all_31_152) = 0 & cAmphisbaenidae(all_31_152) = % 25.34/4.34 | | 0) | (all_31_153 = 0 & all_31_154 = 0 & cGekkonidae(all_31_155) = % 25.34/4.34 | | 0 & cEmydidae(all_31_155) = 0) | (all_31_156 = 0 & all_31_157 = 0 % 25.34/4.34 | | & cSphenodontidae(all_31_158) = 0 & cLoxocemidae(all_31_158) = 0) % 25.34/4.34 | | | (all_31_159 = 0 & all_31_160 = 0 & cLeptotyphlopidae(all_31_161) % 25.34/4.34 | | = 0 & cEmydidae(all_31_161) = 0) | (all_31_162 = 0 & all_31_163 = % 25.34/4.34 | | 0 & cAnomalepidae(all_31_164) = 0 & cAmphisbaenidae(all_31_164) = % 25.34/4.34 | | 0) | (all_31_165 = 0 & all_31_166 = 0 & cLoxocemidae(all_31_167) % 25.34/4.34 | | = 0 & cGekkonidae(all_31_167) = 0) | (all_31_168 = 0 & all_31_169 % 25.34/4.34 | | = 0 & cLoxocemidae(all_31_170) = 0 & cAnomalepidae(all_31_170) = % 25.34/4.34 | | 0) | (all_31_171 = 0 & all_31_172 = 0 & % 25.34/4.34 | | cLeptotyphlopidae(all_31_173) = 0 & cAnomalepidae(all_31_173) = % 25.34/4.34 | | 0) | (all_31_174 = 0 & all_31_175 = 0 & cCrocodylidae(all_31_176) % 25.34/4.34 | | = 0 & cCordylidae(all_31_176) = 0) | (all_31_177 = 0 & all_31_178 % 25.34/4.34 | | = 0 & cXantusiidae(all_31_179) = 0 & cAnomalepidae(all_31_179) = % 25.34/4.34 | | 0) | (all_31_180 = 0 & all_31_181 = 0 & % 25.34/4.34 | | cSphenodontidae(all_31_182) = 0 & cAnomalepidae(all_31_182) = 0) % 25.34/4.34 | | | (all_31_183 = 0 & all_31_184 = 0 & cXantusiidae(all_31_185) = 0 & % 25.34/4.34 | | cLeptotyphlopidae(all_31_185) = 0) | (all_31_186 = 0 & all_31_187 % 25.34/4.34 | | = 0 & cGekkonidae(all_31_188) = 0 & cAgamidae(all_31_188) = 0) | % 25.34/4.34 | | (all_31_189 = 0 & all_31_190 = 0 & cCordylidae(all_31_191) = 0 & % 25.34/4.34 | | cAgamidae(all_31_191) = 0) | (all_31_192 = 0 & all_31_193 = 0 & % 25.34/4.34 | | cLoxocemidae(all_31_194) = 0 & cLeptotyphlopidae(all_31_194) = 0) % 25.34/4.34 | | | (all_31_195 = 0 & all_31_196 = 0 & cLoxocemidae(all_31_197) = 0 & % 25.34/4.34 | | cEmydidae(all_31_197) = 0) | (all_31_198 = 0 & all_31_199 = 0 & % 25.34/4.34 | | cSphenodontidae(all_31_200) = 0 & cLeptotyphlopidae(all_31_200) = % 25.34/4.34 | | 0) | (all_31_201 = 0 & all_31_202 = 0 & % 25.34/4.34 | | cAmphisbaenidae(all_31_203) = 0 & cAgamidae(all_31_203) = 0) | % 25.34/4.34 | | (xsd_string(all_31_5) = all_31_4 & xsd_integer(all_31_5) = all_31_3 % 25.34/4.34 | | & ((all_31_3 = 0 & all_31_4 = 0) | ( ~ (all_31_3 = 0) & ~ % 25.34/4.34 | | (all_31_4 = 0)))) | (cowlThing(all_31_2) = all_31_1 & % 25.34/4.34 | | cowlNothing(all_31_2) = all_31_0 & ( ~ (all_31_1 = 0) | all_31_0 % 25.34/4.34 | | = 0)) % 25.34/4.34 | | % 25.34/4.34 | | BETA: splitting (484) gives: % 25.34/4.34 | | % 25.34/4.34 | | Case 1: % 25.34/4.34 | | | % 25.34/4.34 | | | (485) (all_31_108 = 0 & all_31_109 = 0 & cLoxocemidae(all_31_110) = 0 & % 25.34/4.34 | | | cAgamidae(all_31_110) = 0) | (all_31_111 = 0 & all_31_112 = 0 & % 25.34/4.34 | | | cXantusiidae(all_31_113) = 0 & cGekkonidae(all_31_113) = 0) | % 25.34/4.34 | | | (all_31_114 = 0 & all_31_115 = 0 & cXantusiidae(all_31_116) = 0 & % 25.34/4.34 | | | cBipedidae(all_31_116) = 0) | (all_31_117 = 0 & all_31_118 = 0 % 25.34/4.34 | | | & cEmydidae(all_31_119) = 0 & cAnomalepidae(all_31_119) = 0) | % 25.34/4.34 | | | (all_31_120 = 0 & all_31_121 = 0 & cXantusiidae(all_31_122) = 0 & % 25.34/4.34 | | | cSphenodontidae(all_31_122) = 0) | (all_31_123 = 0 & all_31_124 % 25.34/4.34 | | | = 0 & cLeptotyphlopidae(all_31_125) = 0 & % 25.34/4.34 | | | cAmphisbaenidae(all_31_125) = 0) | (all_31_126 = 0 & all_31_127 % 25.34/4.34 | | | = 0 & cSphenodontidae(all_31_128) = 0 & cEmydidae(all_31_128) = % 25.34/4.34 | | | 0) | (all_31_129 = 0 & all_31_130 = 0 & % 25.34/4.34 | | | cLeptotyphlopidae(all_31_131) = 0 & cCordylidae(all_31_131) = % 25.34/4.34 | | | 0) | (all_31_132 = 0 & all_31_133 = 0 & cGekkonidae(all_31_134) % 25.34/4.34 | | | = 0 & cAnomalepidae(all_31_134) = 0) | (all_31_135 = 0 & % 25.34/4.34 | | | all_31_136 = 0 & cCordylidae(all_31_137) = 0 & % 25.34/4.34 | | | cBipedidae(all_31_137) = 0) | (all_31_138 = 0 & all_31_139 = 0 % 25.34/4.34 | | | & cBipedidae(all_31_140) = 0 & cAmphisbaenidae(all_31_140) = 0) % 25.34/4.34 | | | | (all_31_141 = 0 & all_31_142 = 0 & cXantusiidae(all_31_143) = 0 % 25.34/4.34 | | | & cCordylidae(all_31_143) = 0) | (all_31_144 = 0 & all_31_145 = % 25.34/4.34 | | | 0 & cAnomalepidae(all_31_146) = 0 & cAgamidae(all_31_146) = 0) % 25.34/4.34 | | | | (all_31_147 = 0 & all_31_148 = 0 & cSphenodontidae(all_31_149) % 25.34/4.34 | | | = 0 & cCrocodylidae(all_31_149) = 0) | (all_31_150 = 0 & % 25.34/4.34 | | | all_31_151 = 0 & cXantusiidae(all_31_152) = 0 & % 25.34/4.34 | | | cAmphisbaenidae(all_31_152) = 0) | (all_31_153 = 0 & all_31_154 % 25.34/4.34 | | | = 0 & cGekkonidae(all_31_155) = 0 & cEmydidae(all_31_155) = 0) % 25.34/4.34 | | | | (all_31_156 = 0 & all_31_157 = 0 & cSphenodontidae(all_31_158) % 25.34/4.34 | | | = 0 & cLoxocemidae(all_31_158) = 0) % 25.34/4.34 | | | % 25.34/4.34 | | | BETA: splitting (485) gives: % 25.34/4.34 | | | % 25.34/4.34 | | | Case 1: % 25.34/4.34 | | | | % 25.34/4.34 | | | | (486) (all_31_108 = 0 & all_31_109 = 0 & cLoxocemidae(all_31_110) = 0 % 25.34/4.34 | | | | & cAgamidae(all_31_110) = 0) | (all_31_111 = 0 & all_31_112 = % 25.34/4.34 | | | | 0 & cXantusiidae(all_31_113) = 0 & cGekkonidae(all_31_113) = % 25.34/4.34 | | | | 0) | (all_31_114 = 0 & all_31_115 = 0 & % 25.34/4.34 | | | | cXantusiidae(all_31_116) = 0 & cBipedidae(all_31_116) = 0) | % 25.34/4.34 | | | | (all_31_117 = 0 & all_31_118 = 0 & cEmydidae(all_31_119) = 0 & % 25.34/4.34 | | | | cAnomalepidae(all_31_119) = 0) | (all_31_120 = 0 & all_31_121 % 25.34/4.34 | | | | = 0 & cXantusiidae(all_31_122) = 0 & % 25.34/4.34 | | | | cSphenodontidae(all_31_122) = 0) | (all_31_123 = 0 & % 25.34/4.34 | | | | all_31_124 = 0 & cLeptotyphlopidae(all_31_125) = 0 & % 25.34/4.34 | | | | cAmphisbaenidae(all_31_125) = 0) | (all_31_126 = 0 & % 25.34/4.34 | | | | all_31_127 = 0 & cSphenodontidae(all_31_128) = 0 & % 25.34/4.34 | | | | cEmydidae(all_31_128) = 0) | (all_31_129 = 0 & all_31_130 = 0 % 25.34/4.34 | | | | & cLeptotyphlopidae(all_31_131) = 0 & cCordylidae(all_31_131) % 25.34/4.34 | | | | = 0) % 25.34/4.34 | | | | % 25.34/4.34 | | | | BETA: splitting (486) gives: % 25.34/4.34 | | | | % 25.34/4.34 | | | | Case 1: % 25.34/4.34 | | | | | % 25.34/4.34 | | | | | (487) (all_31_108 = 0 & all_31_109 = 0 & cLoxocemidae(all_31_110) = % 25.34/4.34 | | | | | 0 & cAgamidae(all_31_110) = 0) | (all_31_111 = 0 & % 25.34/4.34 | | | | | all_31_112 = 0 & cXantusiidae(all_31_113) = 0 & % 25.34/4.34 | | | | | cGekkonidae(all_31_113) = 0) | (all_31_114 = 0 & all_31_115 % 25.34/4.34 | | | | | = 0 & cXantusiidae(all_31_116) = 0 & cBipedidae(all_31_116) % 25.34/4.34 | | | | | = 0) | (all_31_117 = 0 & all_31_118 = 0 & % 25.34/4.34 | | | | | cEmydidae(all_31_119) = 0 & cAnomalepidae(all_31_119) = 0) % 25.34/4.34 | | | | | % 25.34/4.34 | | | | | BETA: splitting (487) gives: % 25.34/4.34 | | | | | % 25.34/4.34 | | | | | Case 1: % 25.34/4.34 | | | | | | % 25.34/4.34 | | | | | | (488) (all_31_108 = 0 & all_31_109 = 0 & cLoxocemidae(all_31_110) % 25.34/4.34 | | | | | | = 0 & cAgamidae(all_31_110) = 0) | (all_31_111 = 0 & % 25.34/4.34 | | | | | | all_31_112 = 0 & cXantusiidae(all_31_113) = 0 & % 25.34/4.34 | | | | | | cGekkonidae(all_31_113) = 0) % 25.34/4.34 | | | | | | % 25.34/4.34 | | | | | | BETA: splitting (488) gives: % 25.34/4.34 | | | | | | % 25.34/4.34 | | | | | | Case 1: % 25.34/4.34 | | | | | | | % 25.34/4.34 | | | | | | | (489) all_31_108 = 0 & all_31_109 = 0 & % 25.34/4.34 | | | | | | | cLoxocemidae(all_31_110) = 0 & cAgamidae(all_31_110) = 0 % 25.34/4.34 | | | | | | | % 25.34/4.34 | | | | | | | ALPHA: (489) implies: % 25.34/4.34 | | | | | | | (490) cAgamidae(all_31_110) = 0 % 25.34/4.34 | | | | | | | (491) cLoxocemidae(all_31_110) = 0 % 25.34/4.34 | | | | | | | % 25.34/4.34 | | | | | | | GROUND_INST: instantiating (6) with all_31_110, simplifying with % 25.34/4.34 | | | | | | | (141), (490) gives: % 25.34/4.34 | | | | | | | (492) rfamily_name(all_31_110, xsd_string_0) = 0 % 25.34/4.34 | | | | | | | % 25.34/4.34 | | | | | | | GROUND_INST: instantiating (23) with all_31_110, simplifying with % 25.34/4.34 | | | | | | | (141), (491) gives: % 25.34/4.34 | | | | | | | (493) rfamily_name(all_31_110, xsd_string_9) = 0 % 25.34/4.34 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (24) with all_31_110, simplifying with % 25.82/4.36 | | | | | | | (141), (491) gives: % 25.82/4.36 | | | | | | | (494) cReptile(all_31_110) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (25) with all_31_110, xsd_string_0, % 25.82/4.36 | | | | | | | xsd_string_9, simplifying with (41), (104), (141), % 25.82/4.36 | | | | | | | (492), (493), (494) gives: % 25.82/4.36 | | | | | | | (495) xsd_string_9 = xsd_string_0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | REDUCE: (38), (495) imply: % 25.82/4.36 | | | | | | | (496) $false % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | CLOSE: (496) is inconsistent. % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | Case 2: % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | (497) all_31_111 = 0 & all_31_112 = 0 & % 25.82/4.36 | | | | | | | cXantusiidae(all_31_113) = 0 & cGekkonidae(all_31_113) = % 25.82/4.36 | | | | | | | 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | ALPHA: (497) implies: % 25.82/4.36 | | | | | | | (498) cGekkonidae(all_31_113) = 0 % 25.82/4.36 | | | | | | | (499) cXantusiidae(all_31_113) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (19) with all_31_113, simplifying with % 25.82/4.36 | | | | | | | (140), (498) gives: % 25.82/4.36 | | | | | | | (500) rfamily_name(all_31_113, xsd_string_7) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (28) with all_31_113, simplifying with % 25.82/4.36 | | | | | | | (140), (499) gives: % 25.82/4.36 | | | | | | | (501) rfamily_name(all_31_113, xsd_string_11) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (29) with all_31_113, simplifying with % 25.82/4.36 | | | | | | | (140), (499) gives: % 25.82/4.36 | | | | | | | (502) cReptile(all_31_113) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (25) with all_31_113, xsd_string_7, % 25.82/4.36 | | | | | | | xsd_string_11, simplifying with (97), (107), (140), % 25.82/4.36 | | | | | | | (500), (501), (502) gives: % 25.82/4.36 | | | | | | | (503) xsd_string_11 = xsd_string_7 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | REDUCE: (96), (503) imply: % 25.82/4.36 | | | | | | | (504) $false % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | CLOSE: (504) is inconsistent. % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | End of split % 25.82/4.36 | | | | | | % 25.82/4.36 | | | | | Case 2: % 25.82/4.36 | | | | | | % 25.82/4.36 | | | | | | (505) (all_31_114 = 0 & all_31_115 = 0 & cXantusiidae(all_31_116) % 25.82/4.36 | | | | | | = 0 & cBipedidae(all_31_116) = 0) | (all_31_117 = 0 & % 25.82/4.36 | | | | | | all_31_118 = 0 & cEmydidae(all_31_119) = 0 & % 25.82/4.36 | | | | | | cAnomalepidae(all_31_119) = 0) % 25.82/4.36 | | | | | | % 25.82/4.36 | | | | | | BETA: splitting (505) gives: % 25.82/4.36 | | | | | | % 25.82/4.36 | | | | | | Case 1: % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | (506) all_31_114 = 0 & all_31_115 = 0 & % 25.82/4.36 | | | | | | | cXantusiidae(all_31_116) = 0 & cBipedidae(all_31_116) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | ALPHA: (506) implies: % 25.82/4.36 | | | | | | | (507) cBipedidae(all_31_116) = 0 % 25.82/4.36 | | | | | | | (508) cXantusiidae(all_31_116) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (11) with all_31_116, simplifying with % 25.82/4.36 | | | | | | | (139), (507) gives: % 25.82/4.36 | | | | | | | (509) rfamily_name(all_31_116, xsd_string_3) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (28) with all_31_116, simplifying with % 25.82/4.36 | | | | | | | (139), (508) gives: % 25.82/4.36 | | | | | | | (510) rfamily_name(all_31_116, xsd_string_11) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (29) with all_31_116, simplifying with % 25.82/4.36 | | | | | | | (139), (508) gives: % 25.82/4.36 | | | | | | | (511) cReptile(all_31_116) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (25) with all_31_116, xsd_string_3, % 25.82/4.36 | | | | | | | xsd_string_11, simplifying with (71), (107), (139), % 25.82/4.36 | | | | | | | (509), (510), (511) gives: % 25.82/4.36 | | | | | | | (512) xsd_string_11 = xsd_string_3 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | REDUCE: (70), (512) imply: % 25.82/4.36 | | | | | | | (513) $false % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | CLOSE: (513) is inconsistent. % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | Case 2: % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | (514) all_31_117 = 0 & all_31_118 = 0 & cEmydidae(all_31_119) = % 25.82/4.36 | | | | | | | 0 & cAnomalepidae(all_31_119) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | ALPHA: (514) implies: % 25.82/4.36 | | | | | | | (515) cAnomalepidae(all_31_119) = 0 % 25.82/4.36 | | | | | | | (516) cEmydidae(all_31_119) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (9) with all_31_119, simplifying with % 25.82/4.36 | | | | | | | (138), (515) gives: % 25.82/4.36 | | | | | | | (517) rfamily_name(all_31_119, xsd_string_2) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (17) with all_31_119, simplifying with % 25.82/4.36 | | | | | | | (138), (516) gives: % 25.82/4.36 | | | | | | | (518) rfamily_name(all_31_119, xsd_string_6) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (18) with all_31_119, simplifying with % 25.82/4.36 | | | | | | | (138), (516) gives: % 25.82/4.36 | | | | | | | (519) cReptile(all_31_119) = 0 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | GROUND_INST: instantiating (25) with all_31_119, xsd_string_2, % 25.82/4.36 | | | | | | | xsd_string_6, simplifying with (62), (92), (138), % 25.82/4.36 | | | | | | | (517), (518), (519) gives: % 25.82/4.36 | | | | | | | (520) xsd_string_6 = xsd_string_2 % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | REDUCE: (56), (520) imply: % 25.82/4.36 | | | | | | | (521) $false % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | | CLOSE: (521) is inconsistent. % 25.82/4.36 | | | | | | | % 25.82/4.36 | | | | | | End of split % 25.82/4.36 | | | | | | % 25.82/4.37 | | | | | End of split % 25.82/4.37 | | | | | % 25.82/4.37 | | | | Case 2: % 25.82/4.37 | | | | | % 25.82/4.37 | | | | | (522) (all_31_120 = 0 & all_31_121 = 0 & cXantusiidae(all_31_122) = % 25.82/4.37 | | | | | 0 & cSphenodontidae(all_31_122) = 0) | (all_31_123 = 0 & % 25.82/4.37 | | | | | all_31_124 = 0 & cLeptotyphlopidae(all_31_125) = 0 & % 25.82/4.37 | | | | | cAmphisbaenidae(all_31_125) = 0) | (all_31_126 = 0 & % 25.82/4.37 | | | | | all_31_127 = 0 & cSphenodontidae(all_31_128) = 0 & % 25.82/4.37 | | | | | cEmydidae(all_31_128) = 0) | (all_31_129 = 0 & all_31_130 = % 25.82/4.37 | | | | | 0 & cLeptotyphlopidae(all_31_131) = 0 & % 25.82/4.37 | | | | | cCordylidae(all_31_131) = 0) % 25.82/4.37 | | | | | % 25.82/4.37 | | | | | BETA: splitting (522) gives: % 25.82/4.37 | | | | | % 25.82/4.37 | | | | | Case 1: % 25.82/4.37 | | | | | | % 25.82/4.37 | | | | | | (523) (all_31_120 = 0 & all_31_121 = 0 & cXantusiidae(all_31_122) % 25.82/4.37 | | | | | | = 0 & cSphenodontidae(all_31_122) = 0) | (all_31_123 = 0 % 25.82/4.37 | | | | | | & all_31_124 = 0 & cLeptotyphlopidae(all_31_125) = 0 & % 25.82/4.37 | | | | | | cAmphisbaenidae(all_31_125) = 0) % 25.82/4.37 | | | | | | % 25.82/4.37 | | | | | | BETA: splitting (523) gives: % 25.82/4.37 | | | | | | % 25.82/4.37 | | | | | | Case 1: % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | (524) all_31_120 = 0 & all_31_121 = 0 & % 25.82/4.37 | | | | | | | cXantusiidae(all_31_122) = 0 & % 25.82/4.37 | | | | | | | cSphenodontidae(all_31_122) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | ALPHA: (524) implies: % 25.82/4.37 | | | | | | | (525) cSphenodontidae(all_31_122) = 0 % 25.82/4.37 | | | | | | | (526) cXantusiidae(all_31_122) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (26) with all_31_122, simplifying with % 25.82/4.37 | | | | | | | (137), (525) gives: % 25.82/4.37 | | | | | | | (527) rfamily_name(all_31_122, xsd_string_10) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (28) with all_31_122, simplifying with % 25.82/4.37 | | | | | | | (137), (526) gives: % 25.82/4.37 | | | | | | | (528) rfamily_name(all_31_122, xsd_string_11) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (29) with all_31_122, simplifying with % 25.82/4.37 | | | | | | | (137), (526) gives: % 25.82/4.37 | | | | | | | (529) cReptile(all_31_122) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (25) with all_31_122, xsd_string_10, % 25.82/4.37 | | | | | | | xsd_string_11, simplifying with (106), (107), (137), % 25.82/4.37 | | | | | | | (527), (528), (529) gives: % 25.82/4.37 | | | | | | | (530) xsd_string_11 = xsd_string_10 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | REDUCE: (105), (530) imply: % 25.82/4.37 | | | | | | | (531) $false % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | CLOSE: (531) is inconsistent. % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | Case 2: % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | (532) all_31_123 = 0 & all_31_124 = 0 & % 25.82/4.37 | | | | | | | cLeptotyphlopidae(all_31_125) = 0 & % 25.82/4.37 | | | | | | | cAmphisbaenidae(all_31_125) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | ALPHA: (532) implies: % 25.82/4.37 | | | | | | | (533) cAmphisbaenidae(all_31_125) = 0 % 25.82/4.37 | | | | | | | (534) cLeptotyphlopidae(all_31_125) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (7) with all_31_125, simplifying with % 25.82/4.37 | | | | | | | (136), (533) gives: % 25.82/4.37 | | | | | | | (535) rfamily_name(all_31_125, xsd_string_1) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (21) with all_31_125, simplifying with % 25.82/4.37 | | | | | | | (136), (534) gives: % 25.82/4.37 | | | | | | | (536) rfamily_name(all_31_125, xsd_string_8) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (22) with all_31_125, simplifying with % 25.82/4.37 | | | | | | | (136), (534) gives: % 25.82/4.37 | | | | | | | (537) cReptile(all_31_125) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (25) with all_31_125, xsd_string_1, % 25.82/4.37 | | | | | | | xsd_string_8, simplifying with (52), (101), (136), % 25.82/4.37 | | | | | | | (535), (536), (537) gives: % 25.82/4.37 | | | | | | | (538) xsd_string_8 = xsd_string_1 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | REDUCE: (48), (538) imply: % 25.82/4.37 | | | | | | | (539) $false % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | CLOSE: (539) is inconsistent. % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | End of split % 25.82/4.37 | | | | | | % 25.82/4.37 | | | | | Case 2: % 25.82/4.37 | | | | | | % 25.82/4.37 | | | | | | (540) (all_31_126 = 0 & all_31_127 = 0 & % 25.82/4.37 | | | | | | cSphenodontidae(all_31_128) = 0 & cEmydidae(all_31_128) = % 25.82/4.37 | | | | | | 0) | (all_31_129 = 0 & all_31_130 = 0 & % 25.82/4.37 | | | | | | cLeptotyphlopidae(all_31_131) = 0 & % 25.82/4.37 | | | | | | cCordylidae(all_31_131) = 0) % 25.82/4.37 | | | | | | % 25.82/4.37 | | | | | | BETA: splitting (540) gives: % 25.82/4.37 | | | | | | % 25.82/4.37 | | | | | | Case 1: % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | (541) all_31_126 = 0 & all_31_127 = 0 & % 25.82/4.37 | | | | | | | cSphenodontidae(all_31_128) = 0 & cEmydidae(all_31_128) = % 25.82/4.37 | | | | | | | 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | ALPHA: (541) implies: % 25.82/4.37 | | | | | | | (542) cEmydidae(all_31_128) = 0 % 25.82/4.37 | | | | | | | (543) cSphenodontidae(all_31_128) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (17) with all_31_128, simplifying with % 25.82/4.37 | | | | | | | (135), (542) gives: % 25.82/4.37 | | | | | | | (544) rfamily_name(all_31_128, xsd_string_6) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (26) with all_31_128, simplifying with % 25.82/4.37 | | | | | | | (135), (543) gives: % 25.82/4.37 | | | | | | | (545) rfamily_name(all_31_128, xsd_string_10) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (27) with all_31_128, simplifying with % 25.82/4.37 | | | | | | | (135), (543) gives: % 25.82/4.37 | | | | | | | (546) cReptile(all_31_128) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | GROUND_INST: instantiating (25) with all_31_128, xsd_string_6, % 25.82/4.37 | | | | | | | xsd_string_10, simplifying with (92), (106), (135), % 25.82/4.37 | | | | | | | (544), (545), (546) gives: % 25.82/4.37 | | | | | | | (547) xsd_string_10 = xsd_string_6 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | REDUCE: (90), (547) imply: % 25.82/4.37 | | | | | | | (548) $false % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | CLOSE: (548) is inconsistent. % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | Case 2: % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | (549) all_31_129 = 0 & all_31_130 = 0 & % 25.82/4.37 | | | | | | | cLeptotyphlopidae(all_31_131) = 0 & % 25.82/4.37 | | | | | | | cCordylidae(all_31_131) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.37 | | | | | | | ALPHA: (549) implies: % 25.82/4.37 | | | | | | | (550) cCordylidae(all_31_131) = 0 % 25.82/4.37 | | | | | | | (551) cLeptotyphlopidae(all_31_131) = 0 % 25.82/4.37 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (13) with all_31_131, simplifying with % 25.82/4.38 | | | | | | | (134), (550) gives: % 25.82/4.38 | | | | | | | (552) rfamily_name(all_31_131, xsd_string_4) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (21) with all_31_131, simplifying with % 25.82/4.38 | | | | | | | (134), (551) gives: % 25.82/4.38 | | | | | | | (553) rfamily_name(all_31_131, xsd_string_8) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (22) with all_31_131, simplifying with % 25.82/4.38 | | | | | | | (134), (551) gives: % 25.82/4.38 | | | | | | | (554) cReptile(all_31_131) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (25) with all_31_131, xsd_string_4, % 25.82/4.38 | | | | | | | xsd_string_8, simplifying with (79), (101), (134), % 25.82/4.38 | | | | | | | (552), (553), (554) gives: % 25.82/4.38 | | | | | | | (555) xsd_string_8 = xsd_string_4 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | REDUCE: (75), (555) imply: % 25.82/4.38 | | | | | | | (556) $false % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | CLOSE: (556) is inconsistent. % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | End of split % 25.82/4.38 | | | | | | % 25.82/4.38 | | | | | End of split % 25.82/4.38 | | | | | % 25.82/4.38 | | | | End of split % 25.82/4.38 | | | | % 25.82/4.38 | | | Case 2: % 25.82/4.38 | | | | % 25.82/4.38 | | | | (557) (all_31_132 = 0 & all_31_133 = 0 & cGekkonidae(all_31_134) = 0 % 25.82/4.38 | | | | & cAnomalepidae(all_31_134) = 0) | (all_31_135 = 0 & % 25.82/4.38 | | | | all_31_136 = 0 & cCordylidae(all_31_137) = 0 & % 25.82/4.38 | | | | cBipedidae(all_31_137) = 0) | (all_31_138 = 0 & all_31_139 = % 25.82/4.38 | | | | 0 & cBipedidae(all_31_140) = 0 & cAmphisbaenidae(all_31_140) % 25.82/4.38 | | | | = 0) | (all_31_141 = 0 & all_31_142 = 0 & % 25.82/4.38 | | | | cXantusiidae(all_31_143) = 0 & cCordylidae(all_31_143) = 0) | % 25.82/4.38 | | | | (all_31_144 = 0 & all_31_145 = 0 & cAnomalepidae(all_31_146) = % 25.82/4.38 | | | | 0 & cAgamidae(all_31_146) = 0) | (all_31_147 = 0 & all_31_148 % 25.82/4.38 | | | | = 0 & cSphenodontidae(all_31_149) = 0 & % 25.82/4.38 | | | | cCrocodylidae(all_31_149) = 0) | (all_31_150 = 0 & all_31_151 % 25.82/4.38 | | | | = 0 & cXantusiidae(all_31_152) = 0 & % 25.82/4.38 | | | | cAmphisbaenidae(all_31_152) = 0) | (all_31_153 = 0 & % 25.82/4.38 | | | | all_31_154 = 0 & cGekkonidae(all_31_155) = 0 & % 25.82/4.38 | | | | cEmydidae(all_31_155) = 0) | (all_31_156 = 0 & all_31_157 = 0 % 25.82/4.38 | | | | & cSphenodontidae(all_31_158) = 0 & cLoxocemidae(all_31_158) % 25.82/4.38 | | | | = 0) % 25.82/4.38 | | | | % 25.82/4.38 | | | | BETA: splitting (557) gives: % 25.82/4.38 | | | | % 25.82/4.38 | | | | Case 1: % 25.82/4.38 | | | | | % 25.82/4.38 | | | | | (558) (all_31_132 = 0 & all_31_133 = 0 & cGekkonidae(all_31_134) = % 25.82/4.38 | | | | | 0 & cAnomalepidae(all_31_134) = 0) | (all_31_135 = 0 & % 25.82/4.38 | | | | | all_31_136 = 0 & cCordylidae(all_31_137) = 0 & % 25.82/4.38 | | | | | cBipedidae(all_31_137) = 0) | (all_31_138 = 0 & all_31_139 % 25.82/4.38 | | | | | = 0 & cBipedidae(all_31_140) = 0 & % 25.82/4.38 | | | | | cAmphisbaenidae(all_31_140) = 0) | (all_31_141 = 0 & % 25.82/4.38 | | | | | all_31_142 = 0 & cXantusiidae(all_31_143) = 0 & % 25.82/4.38 | | | | | cCordylidae(all_31_143) = 0) % 25.82/4.38 | | | | | % 25.82/4.38 | | | | | BETA: splitting (558) gives: % 25.82/4.38 | | | | | % 25.82/4.38 | | | | | Case 1: % 25.82/4.38 | | | | | | % 25.82/4.38 | | | | | | (559) (all_31_132 = 0 & all_31_133 = 0 & cGekkonidae(all_31_134) % 25.82/4.38 | | | | | | = 0 & cAnomalepidae(all_31_134) = 0) | (all_31_135 = 0 & % 25.82/4.38 | | | | | | all_31_136 = 0 & cCordylidae(all_31_137) = 0 & % 25.82/4.38 | | | | | | cBipedidae(all_31_137) = 0) % 25.82/4.38 | | | | | | % 25.82/4.38 | | | | | | BETA: splitting (559) gives: % 25.82/4.38 | | | | | | % 25.82/4.38 | | | | | | Case 1: % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | (560) all_31_132 = 0 & all_31_133 = 0 & cGekkonidae(all_31_134) % 25.82/4.38 | | | | | | | = 0 & cAnomalepidae(all_31_134) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | ALPHA: (560) implies: % 25.82/4.38 | | | | | | | (561) cAnomalepidae(all_31_134) = 0 % 25.82/4.38 | | | | | | | (562) cGekkonidae(all_31_134) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (9) with all_31_134, simplifying with % 25.82/4.38 | | | | | | | (133), (561) gives: % 25.82/4.38 | | | | | | | (563) rfamily_name(all_31_134, xsd_string_2) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (19) with all_31_134, simplifying with % 25.82/4.38 | | | | | | | (133), (562) gives: % 25.82/4.38 | | | | | | | (564) rfamily_name(all_31_134, xsd_string_7) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (20) with all_31_134, simplifying with % 25.82/4.38 | | | | | | | (133), (562) gives: % 25.82/4.38 | | | | | | | (565) cReptile(all_31_134) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (25) with all_31_134, xsd_string_2, % 25.82/4.38 | | | | | | | xsd_string_7, simplifying with (62), (97), (133), % 25.82/4.38 | | | | | | | (563), (564), (565) gives: % 25.82/4.38 | | | | | | | (566) xsd_string_7 = xsd_string_2 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | REDUCE: (57), (566) imply: % 25.82/4.38 | | | | | | | (567) $false % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | CLOSE: (567) is inconsistent. % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | Case 2: % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | (568) all_31_135 = 0 & all_31_136 = 0 & cCordylidae(all_31_137) % 25.82/4.38 | | | | | | | = 0 & cBipedidae(all_31_137) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | ALPHA: (568) implies: % 25.82/4.38 | | | | | | | (569) cBipedidae(all_31_137) = 0 % 25.82/4.38 | | | | | | | (570) cCordylidae(all_31_137) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (11) with all_31_137, simplifying with % 25.82/4.38 | | | | | | | (132), (569) gives: % 25.82/4.38 | | | | | | | (571) rfamily_name(all_31_137, xsd_string_3) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (13) with all_31_137, simplifying with % 25.82/4.38 | | | | | | | (132), (570) gives: % 25.82/4.38 | | | | | | | (572) rfamily_name(all_31_137, xsd_string_4) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (14) with all_31_137, simplifying with % 25.82/4.38 | | | | | | | (132), (570) gives: % 25.82/4.38 | | | | | | | (573) cReptile(all_31_137) = 0 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | GROUND_INST: instantiating (25) with all_31_137, xsd_string_3, % 25.82/4.38 | | | | | | | xsd_string_4, simplifying with (71), (79), (132), % 25.82/4.38 | | | | | | | (571), (572), (573) gives: % 25.82/4.38 | | | | | | | (574) xsd_string_4 = xsd_string_3 % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | REDUCE: (63), (574) imply: % 25.82/4.38 | | | | | | | (575) $false % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | | CLOSE: (575) is inconsistent. % 25.82/4.38 | | | | | | | % 25.82/4.38 | | | | | | End of split % 25.82/4.38 | | | | | | % 25.82/4.38 | | | | | Case 2: % 25.82/4.38 | | | | | | % 25.82/4.39 | | | | | | (576) (all_31_138 = 0 & all_31_139 = 0 & cBipedidae(all_31_140) = % 25.82/4.39 | | | | | | 0 & cAmphisbaenidae(all_31_140) = 0) | (all_31_141 = 0 & % 25.82/4.39 | | | | | | all_31_142 = 0 & cXantusiidae(all_31_143) = 0 & % 25.82/4.39 | | | | | | cCordylidae(all_31_143) = 0) % 25.82/4.39 | | | | | | % 25.82/4.39 | | | | | | BETA: splitting (576) gives: % 25.82/4.39 | | | | | | % 25.82/4.39 | | | | | | Case 1: % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | (577) all_31_138 = 0 & all_31_139 = 0 & cBipedidae(all_31_140) % 25.82/4.39 | | | | | | | = 0 & cAmphisbaenidae(all_31_140) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | ALPHA: (577) implies: % 25.82/4.39 | | | | | | | (578) cAmphisbaenidae(all_31_140) = 0 % 25.82/4.39 | | | | | | | (579) cBipedidae(all_31_140) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (7) with all_31_140, simplifying with % 25.82/4.39 | | | | | | | (131), (578) gives: % 25.82/4.39 | | | | | | | (580) rfamily_name(all_31_140, xsd_string_1) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (11) with all_31_140, simplifying with % 25.82/4.39 | | | | | | | (131), (579) gives: % 25.82/4.39 | | | | | | | (581) rfamily_name(all_31_140, xsd_string_3) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (12) with all_31_140, simplifying with % 25.82/4.39 | | | | | | | (131), (579) gives: % 25.82/4.39 | | | | | | | (582) cReptile(all_31_140) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (25) with all_31_140, xsd_string_1, % 25.82/4.39 | | | | | | | xsd_string_3, simplifying with (52), (71), (131), % 25.82/4.39 | | | | | | | (580), (581), (582) gives: % 25.82/4.39 | | | | | | | (583) xsd_string_3 = xsd_string_1 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | REDUCE: (43), (583) imply: % 25.82/4.39 | | | | | | | (584) $false % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | CLOSE: (584) is inconsistent. % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | Case 2: % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | (585) all_31_141 = 0 & all_31_142 = 0 & % 25.82/4.39 | | | | | | | cXantusiidae(all_31_143) = 0 & cCordylidae(all_31_143) = % 25.82/4.39 | | | | | | | 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | ALPHA: (585) implies: % 25.82/4.39 | | | | | | | (586) cCordylidae(all_31_143) = 0 % 25.82/4.39 | | | | | | | (587) cXantusiidae(all_31_143) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (13) with all_31_143, simplifying with % 25.82/4.39 | | | | | | | (130), (586) gives: % 25.82/4.39 | | | | | | | (588) rfamily_name(all_31_143, xsd_string_4) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (28) with all_31_143, simplifying with % 25.82/4.39 | | | | | | | (130), (587) gives: % 25.82/4.39 | | | | | | | (589) rfamily_name(all_31_143, xsd_string_11) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (29) with all_31_143, simplifying with % 25.82/4.39 | | | | | | | (130), (587) gives: % 25.82/4.39 | | | | | | | (590) cReptile(all_31_143) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (25) with all_31_143, xsd_string_4, % 25.82/4.39 | | | | | | | xsd_string_11, simplifying with (79), (107), (130), % 25.82/4.39 | | | | | | | (588), (589), (590) gives: % 25.82/4.39 | | | | | | | (591) xsd_string_11 = xsd_string_4 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | REDUCE: (78), (591) imply: % 25.82/4.39 | | | | | | | (592) $false % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | CLOSE: (592) is inconsistent. % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | End of split % 25.82/4.39 | | | | | | % 25.82/4.39 | | | | | End of split % 25.82/4.39 | | | | | % 25.82/4.39 | | | | Case 2: % 25.82/4.39 | | | | | % 25.82/4.39 | | | | | (593) (all_31_144 = 0 & all_31_145 = 0 & cAnomalepidae(all_31_146) % 25.82/4.39 | | | | | = 0 & cAgamidae(all_31_146) = 0) | (all_31_147 = 0 & % 25.82/4.39 | | | | | all_31_148 = 0 & cSphenodontidae(all_31_149) = 0 & % 25.82/4.39 | | | | | cCrocodylidae(all_31_149) = 0) | (all_31_150 = 0 & % 25.82/4.39 | | | | | all_31_151 = 0 & cXantusiidae(all_31_152) = 0 & % 25.82/4.39 | | | | | cAmphisbaenidae(all_31_152) = 0) | (all_31_153 = 0 & % 25.82/4.39 | | | | | all_31_154 = 0 & cGekkonidae(all_31_155) = 0 & % 25.82/4.39 | | | | | cEmydidae(all_31_155) = 0) | (all_31_156 = 0 & all_31_157 = % 25.82/4.39 | | | | | 0 & cSphenodontidae(all_31_158) = 0 & % 25.82/4.39 | | | | | cLoxocemidae(all_31_158) = 0) % 25.82/4.39 | | | | | % 25.82/4.39 | | | | | BETA: splitting (593) gives: % 25.82/4.39 | | | | | % 25.82/4.39 | | | | | Case 1: % 25.82/4.39 | | | | | | % 25.82/4.39 | | | | | | (594) (all_31_144 = 0 & all_31_145 = 0 & % 25.82/4.39 | | | | | | cAnomalepidae(all_31_146) = 0 & cAgamidae(all_31_146) = % 25.82/4.39 | | | | | | 0) | (all_31_147 = 0 & all_31_148 = 0 & % 25.82/4.39 | | | | | | cSphenodontidae(all_31_149) = 0 & % 25.82/4.39 | | | | | | cCrocodylidae(all_31_149) = 0) % 25.82/4.39 | | | | | | % 25.82/4.39 | | | | | | BETA: splitting (594) gives: % 25.82/4.39 | | | | | | % 25.82/4.39 | | | | | | Case 1: % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | (595) all_31_144 = 0 & all_31_145 = 0 & % 25.82/4.39 | | | | | | | cAnomalepidae(all_31_146) = 0 & cAgamidae(all_31_146) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | ALPHA: (595) implies: % 25.82/4.39 | | | | | | | (596) cAgamidae(all_31_146) = 0 % 25.82/4.39 | | | | | | | (597) cAnomalepidae(all_31_146) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (6) with all_31_146, simplifying with % 25.82/4.39 | | | | | | | (129), (596) gives: % 25.82/4.39 | | | | | | | (598) rfamily_name(all_31_146, xsd_string_0) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (9) with all_31_146, simplifying with % 25.82/4.39 | | | | | | | (129), (597) gives: % 25.82/4.39 | | | | | | | (599) rfamily_name(all_31_146, xsd_string_2) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (10) with all_31_146, simplifying with % 25.82/4.39 | | | | | | | (129), (597) gives: % 25.82/4.39 | | | | | | | (600) cReptile(all_31_146) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (25) with all_31_146, xsd_string_0, % 25.82/4.39 | | | | | | | xsd_string_2, simplifying with (41), (62), (129), % 25.82/4.39 | | | | | | | (598), (599), (600) gives: % 25.82/4.39 | | | | | | | (601) xsd_string_2 = xsd_string_0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | REDUCE: (31), (601) imply: % 25.82/4.39 | | | | | | | (602) $false % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | CLOSE: (602) is inconsistent. % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | Case 2: % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | (603) all_31_147 = 0 & all_31_148 = 0 & % 25.82/4.39 | | | | | | | cSphenodontidae(all_31_149) = 0 & % 25.82/4.39 | | | | | | | cCrocodylidae(all_31_149) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | ALPHA: (603) implies: % 25.82/4.39 | | | | | | | (604) cCrocodylidae(all_31_149) = 0 % 25.82/4.39 | | | | | | | (605) cSphenodontidae(all_31_149) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (15) with all_31_149, simplifying with % 25.82/4.39 | | | | | | | (128), (604) gives: % 25.82/4.39 | | | | | | | (606) rfamily_name(all_31_149, xsd_string_5) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (26) with all_31_149, simplifying with % 25.82/4.39 | | | | | | | (128), (605) gives: % 25.82/4.39 | | | | | | | (607) rfamily_name(all_31_149, xsd_string_10) = 0 % 25.82/4.39 | | | | | | | % 25.82/4.39 | | | | | | | GROUND_INST: instantiating (27) with all_31_149, simplifying with % 25.82/4.39 | | | | | | | (128), (605) gives: % 25.82/4.40 | | | | | | | (608) cReptile(all_31_149) = 0 % 25.82/4.40 | | | | | | | % 25.82/4.40 | | | | | | | GROUND_INST: instantiating (25) with all_31_149, xsd_string_5, % 25.82/4.40 | | | | | | | xsd_string_10, simplifying with (86), (106), (128), % 26.00/4.40 | | | | | | | (606), (607), (608) gives: % 26.00/4.40 | | | | | | | (609) xsd_string_10 = xsd_string_5 % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | REDUCE: (84), (609) imply: % 26.00/4.40 | | | | | | | (610) $false % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | CLOSE: (610) is inconsistent. % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | End of split % 26.00/4.40 | | | | | | % 26.00/4.40 | | | | | Case 2: % 26.00/4.40 | | | | | | % 26.00/4.40 | | | | | | (611) (all_31_150 = 0 & all_31_151 = 0 & cXantusiidae(all_31_152) % 26.00/4.40 | | | | | | = 0 & cAmphisbaenidae(all_31_152) = 0) | (all_31_153 = 0 % 26.00/4.40 | | | | | | & all_31_154 = 0 & cGekkonidae(all_31_155) = 0 & % 26.00/4.40 | | | | | | cEmydidae(all_31_155) = 0) | (all_31_156 = 0 & all_31_157 % 26.00/4.40 | | | | | | = 0 & cSphenodontidae(all_31_158) = 0 & % 26.00/4.40 | | | | | | cLoxocemidae(all_31_158) = 0) % 26.00/4.40 | | | | | | % 26.00/4.40 | | | | | | BETA: splitting (611) gives: % 26.00/4.40 | | | | | | % 26.00/4.40 | | | | | | Case 1: % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | (612) all_31_150 = 0 & all_31_151 = 0 & % 26.00/4.40 | | | | | | | cXantusiidae(all_31_152) = 0 & % 26.00/4.40 | | | | | | | cAmphisbaenidae(all_31_152) = 0 % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | ALPHA: (612) implies: % 26.00/4.40 | | | | | | | (613) cAmphisbaenidae(all_31_152) = 0 % 26.00/4.40 | | | | | | | (614) cXantusiidae(all_31_152) = 0 % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | GROUND_INST: instantiating (7) with all_31_152, simplifying with % 26.00/4.40 | | | | | | | (127), (613) gives: % 26.00/4.40 | | | | | | | (615) rfamily_name(all_31_152, xsd_string_1) = 0 % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | GROUND_INST: instantiating (28) with all_31_152, simplifying with % 26.00/4.40 | | | | | | | (127), (614) gives: % 26.00/4.40 | | | | | | | (616) rfamily_name(all_31_152, xsd_string_11) = 0 % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | GROUND_INST: instantiating (29) with all_31_152, simplifying with % 26.00/4.40 | | | | | | | (127), (614) gives: % 26.00/4.40 | | | | | | | (617) cReptile(all_31_152) = 0 % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | GROUND_INST: instantiating (25) with all_31_152, xsd_string_1, % 26.00/4.40 | | | | | | | xsd_string_11, simplifying with (52), (107), (127), % 26.00/4.40 | | | | | | | (615), (616), (617) gives: % 26.00/4.40 | | | | | | | (618) xsd_string_11 = xsd_string_1 % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | REDUCE: (51), (618) imply: % 26.00/4.40 | | | | | | | (619) $false % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | CLOSE: (619) is inconsistent. % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | Case 2: % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | (620) (all_31_153 = 0 & all_31_154 = 0 & % 26.00/4.40 | | | | | | | cGekkonidae(all_31_155) = 0 & cEmydidae(all_31_155) = % 26.00/4.40 | | | | | | | 0) | (all_31_156 = 0 & all_31_157 = 0 & % 26.00/4.40 | | | | | | | cSphenodontidae(all_31_158) = 0 & % 26.00/4.40 | | | | | | | cLoxocemidae(all_31_158) = 0) % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | BETA: splitting (620) gives: % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | | Case 1: % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | (621) all_31_153 = 0 & all_31_154 = 0 & % 26.00/4.40 | | | | | | | | cGekkonidae(all_31_155) = 0 & cEmydidae(all_31_155) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | ALPHA: (621) implies: % 26.00/4.40 | | | | | | | | (622) cEmydidae(all_31_155) = 0 % 26.00/4.40 | | | | | | | | (623) cGekkonidae(all_31_155) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (17) with all_31_155, simplifying % 26.00/4.40 | | | | | | | | with (126), (622) gives: % 26.00/4.40 | | | | | | | | (624) rfamily_name(all_31_155, xsd_string_6) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (19) with all_31_155, simplifying % 26.00/4.40 | | | | | | | | with (126), (623) gives: % 26.00/4.40 | | | | | | | | (625) rfamily_name(all_31_155, xsd_string_7) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (20) with all_31_155, simplifying % 26.00/4.40 | | | | | | | | with (126), (623) gives: % 26.00/4.40 | | | | | | | | (626) cReptile(all_31_155) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (25) with all_31_155, xsd_string_6, % 26.00/4.40 | | | | | | | | xsd_string_7, simplifying with (92), (97), (126), % 26.00/4.40 | | | | | | | | (624), (625), (626) gives: % 26.00/4.40 | | | | | | | | (627) xsd_string_7 = xsd_string_6 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | REDUCE: (87), (627) imply: % 26.00/4.40 | | | | | | | | (628) $false % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | CLOSE: (628) is inconsistent. % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | Case 2: % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | (629) all_31_156 = 0 & all_31_157 = 0 & % 26.00/4.40 | | | | | | | | cSphenodontidae(all_31_158) = 0 & % 26.00/4.40 | | | | | | | | cLoxocemidae(all_31_158) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | ALPHA: (629) implies: % 26.00/4.40 | | | | | | | | (630) cLoxocemidae(all_31_158) = 0 % 26.00/4.40 | | | | | | | | (631) cSphenodontidae(all_31_158) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (23) with all_31_158, simplifying % 26.00/4.40 | | | | | | | | with (125), (630) gives: % 26.00/4.40 | | | | | | | | (632) rfamily_name(all_31_158, xsd_string_9) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (26) with all_31_158, simplifying % 26.00/4.40 | | | | | | | | with (125), (631) gives: % 26.00/4.40 | | | | | | | | (633) rfamily_name(all_31_158, xsd_string_10) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (27) with all_31_158, simplifying % 26.00/4.40 | | | | | | | | with (125), (631) gives: % 26.00/4.40 | | | | | | | | (634) cReptile(all_31_158) = 0 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | GROUND_INST: instantiating (25) with all_31_158, xsd_string_9, % 26.00/4.40 | | | | | | | | xsd_string_10, simplifying with (104), (106), % 26.00/4.40 | | | | | | | | (125), (632), (633), (634) gives: % 26.00/4.40 | | | | | | | | (635) xsd_string_10 = xsd_string_9 % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | REDUCE: (102), (635) imply: % 26.00/4.40 | | | | | | | | (636) $false % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | | CLOSE: (636) is inconsistent. % 26.00/4.40 | | | | | | | | % 26.00/4.40 | | | | | | | End of split % 26.00/4.40 | | | | | | | % 26.00/4.40 | | | | | | End of split % 26.00/4.40 | | | | | | % 26.00/4.40 | | | | | End of split % 26.00/4.40 | | | | | % 26.00/4.40 | | | | End of split % 26.00/4.40 | | | | % 26.00/4.40 | | | End of split % 26.00/4.40 | | | % 26.00/4.40 | | Case 2: % 26.00/4.40 | | | % 26.00/4.41 | | | (637) (all_31_159 = 0 & all_31_160 = 0 & cLeptotyphlopidae(all_31_161) % 26.00/4.41 | | | = 0 & cEmydidae(all_31_161) = 0) | (all_31_162 = 0 & all_31_163 % 26.00/4.41 | | | = 0 & cAnomalepidae(all_31_164) = 0 & % 26.00/4.41 | | | cAmphisbaenidae(all_31_164) = 0) | (all_31_165 = 0 & all_31_166 % 26.00/4.41 | | | = 0 & cLoxocemidae(all_31_167) = 0 & cGekkonidae(all_31_167) = % 26.00/4.41 | | | 0) | (all_31_168 = 0 & all_31_169 = 0 & % 26.00/4.41 | | | cLoxocemidae(all_31_170) = 0 & cAnomalepidae(all_31_170) = 0) | % 26.00/4.41 | | | (all_31_171 = 0 & all_31_172 = 0 & cLeptotyphlopidae(all_31_173) % 26.00/4.41 | | | = 0 & cAnomalepidae(all_31_173) = 0) | (all_31_174 = 0 & % 26.00/4.41 | | | all_31_175 = 0 & cCrocodylidae(all_31_176) = 0 & % 26.00/4.41 | | | cCordylidae(all_31_176) = 0) | (all_31_177 = 0 & all_31_178 = 0 % 26.00/4.41 | | | & cXantusiidae(all_31_179) = 0 & cAnomalepidae(all_31_179) = 0) % 26.00/4.41 | | | | (all_31_180 = 0 & all_31_181 = 0 & cSphenodontidae(all_31_182) % 26.00/4.41 | | | = 0 & cAnomalepidae(all_31_182) = 0) | (all_31_183 = 0 & % 26.00/4.41 | | | all_31_184 = 0 & cXantusiidae(all_31_185) = 0 & % 26.00/4.41 | | | cLeptotyphlopidae(all_31_185) = 0) | (all_31_186 = 0 & % 26.00/4.41 | | | all_31_187 = 0 & cGekkonidae(all_31_188) = 0 & % 26.00/4.41 | | | cAgamidae(all_31_188) = 0) | (all_31_189 = 0 & all_31_190 = 0 & % 26.00/4.41 | | | cCordylidae(all_31_191) = 0 & cAgamidae(all_31_191) = 0) | % 26.00/4.41 | | | (all_31_192 = 0 & all_31_193 = 0 & cLoxocemidae(all_31_194) = 0 & % 26.00/4.41 | | | cLeptotyphlopidae(all_31_194) = 0) | (all_31_195 = 0 & % 26.00/4.41 | | | all_31_196 = 0 & cLoxocemidae(all_31_197) = 0 & % 26.00/4.41 | | | cEmydidae(all_31_197) = 0) | (all_31_198 = 0 & all_31_199 = 0 & % 26.00/4.41 | | | cSphenodontidae(all_31_200) = 0 & cLeptotyphlopidae(all_31_200) % 26.00/4.41 | | | = 0) | (all_31_201 = 0 & all_31_202 = 0 & % 26.00/4.41 | | | cAmphisbaenidae(all_31_203) = 0 & cAgamidae(all_31_203) = 0) | % 26.00/4.41 | | | (xsd_string(all_31_5) = all_31_4 & xsd_integer(all_31_5) = % 26.00/4.41 | | | all_31_3 & ((all_31_3 = 0 & all_31_4 = 0) | ( ~ (all_31_3 = 0) % 26.00/4.41 | | | & ~ (all_31_4 = 0)))) | (cowlThing(all_31_2) = all_31_1 & % 26.00/4.41 | | | cowlNothing(all_31_2) = all_31_0 & ( ~ (all_31_1 = 0) | % 26.00/4.41 | | | all_31_0 = 0)) % 26.00/4.41 | | | % 26.00/4.41 | | | BETA: splitting (637) gives: % 26.00/4.41 | | | % 26.00/4.41 | | | Case 1: % 26.00/4.41 | | | | % 26.00/4.41 | | | | (638) (all_31_159 = 0 & all_31_160 = 0 & % 26.00/4.41 | | | | cLeptotyphlopidae(all_31_161) = 0 & cEmydidae(all_31_161) = % 26.00/4.41 | | | | 0) | (all_31_162 = 0 & all_31_163 = 0 & % 26.00/4.41 | | | | cAnomalepidae(all_31_164) = 0 & cAmphisbaenidae(all_31_164) = % 26.00/4.41 | | | | 0) | (all_31_165 = 0 & all_31_166 = 0 & % 26.00/4.41 | | | | cLoxocemidae(all_31_167) = 0 & cGekkonidae(all_31_167) = 0) | % 26.00/4.41 | | | | (all_31_168 = 0 & all_31_169 = 0 & cLoxocemidae(all_31_170) = 0 % 26.00/4.41 | | | | & cAnomalepidae(all_31_170) = 0) | (all_31_171 = 0 & % 26.00/4.41 | | | | all_31_172 = 0 & cLeptotyphlopidae(all_31_173) = 0 & % 26.00/4.41 | | | | cAnomalepidae(all_31_173) = 0) | (all_31_174 = 0 & all_31_175 % 26.00/4.41 | | | | = 0 & cCrocodylidae(all_31_176) = 0 & cCordylidae(all_31_176) % 26.00/4.41 | | | | = 0) | (all_31_177 = 0 & all_31_178 = 0 & % 26.00/4.41 | | | | cXantusiidae(all_31_179) = 0 & cAnomalepidae(all_31_179) = 0) % 26.00/4.41 | | | | | (all_31_180 = 0 & all_31_181 = 0 & % 26.00/4.41 | | | | cSphenodontidae(all_31_182) = 0 & cAnomalepidae(all_31_182) = % 26.00/4.41 | | | | 0) % 26.00/4.41 | | | | % 26.00/4.41 | | | | BETA: splitting (638) gives: % 26.00/4.41 | | | | % 26.00/4.41 | | | | Case 1: % 26.00/4.41 | | | | | % 26.00/4.41 | | | | | (639) (all_31_159 = 0 & all_31_160 = 0 & % 26.00/4.41 | | | | | cLeptotyphlopidae(all_31_161) = 0 & cEmydidae(all_31_161) = % 26.00/4.41 | | | | | 0) | (all_31_162 = 0 & all_31_163 = 0 & % 26.00/4.41 | | | | | cAnomalepidae(all_31_164) = 0 & cAmphisbaenidae(all_31_164) % 26.00/4.41 | | | | | = 0) | (all_31_165 = 0 & all_31_166 = 0 & % 26.00/4.41 | | | | | cLoxocemidae(all_31_167) = 0 & cGekkonidae(all_31_167) = 0) % 26.00/4.41 | | | | | | (all_31_168 = 0 & all_31_169 = 0 & cLoxocemidae(all_31_170) % 26.00/4.41 | | | | | = 0 & cAnomalepidae(all_31_170) = 0) % 26.00/4.41 | | | | | % 26.00/4.41 | | | | | BETA: splitting (639) gives: % 26.00/4.41 | | | | | % 26.00/4.41 | | | | | Case 1: % 26.00/4.41 | | | | | | % 26.00/4.41 | | | | | | (640) (all_31_159 = 0 & all_31_160 = 0 & % 26.00/4.41 | | | | | | cLeptotyphlopidae(all_31_161) = 0 & cEmydidae(all_31_161) % 26.00/4.41 | | | | | | = 0) | (all_31_162 = 0 & all_31_163 = 0 & % 26.00/4.41 | | | | | | cAnomalepidae(all_31_164) = 0 & % 26.00/4.41 | | | | | | cAmphisbaenidae(all_31_164) = 0) % 26.00/4.41 | | | | | | % 26.00/4.41 | | | | | | BETA: splitting (640) gives: % 26.00/4.41 | | | | | | % 26.00/4.41 | | | | | | Case 1: % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | (641) all_31_159 = 0 & all_31_160 = 0 & % 26.00/4.41 | | | | | | | cLeptotyphlopidae(all_31_161) = 0 & cEmydidae(all_31_161) % 26.00/4.41 | | | | | | | = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | ALPHA: (641) implies: % 26.00/4.41 | | | | | | | (642) cEmydidae(all_31_161) = 0 % 26.00/4.41 | | | | | | | (643) cLeptotyphlopidae(all_31_161) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (17) with all_31_161, simplifying with % 26.00/4.41 | | | | | | | (124), (642) gives: % 26.00/4.41 | | | | | | | (644) rfamily_name(all_31_161, xsd_string_6) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (21) with all_31_161, simplifying with % 26.00/4.41 | | | | | | | (124), (643) gives: % 26.00/4.41 | | | | | | | (645) rfamily_name(all_31_161, xsd_string_8) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (22) with all_31_161, simplifying with % 26.00/4.41 | | | | | | | (124), (643) gives: % 26.00/4.41 | | | | | | | (646) cReptile(all_31_161) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (25) with all_31_161, xsd_string_6, % 26.00/4.41 | | | | | | | xsd_string_8, simplifying with (92), (101), (124), % 26.00/4.41 | | | | | | | (644), (645), (646) gives: % 26.00/4.41 | | | | | | | (647) xsd_string_8 = xsd_string_6 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | REDUCE: (88), (647) imply: % 26.00/4.41 | | | | | | | (648) $false % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | CLOSE: (648) is inconsistent. % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | Case 2: % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | (649) all_31_162 = 0 & all_31_163 = 0 & % 26.00/4.41 | | | | | | | cAnomalepidae(all_31_164) = 0 & % 26.00/4.41 | | | | | | | cAmphisbaenidae(all_31_164) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | ALPHA: (649) implies: % 26.00/4.41 | | | | | | | (650) cAmphisbaenidae(all_31_164) = 0 % 26.00/4.41 | | | | | | | (651) cAnomalepidae(all_31_164) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (7) with all_31_164, simplifying with % 26.00/4.41 | | | | | | | (123), (650) gives: % 26.00/4.41 | | | | | | | (652) rfamily_name(all_31_164, xsd_string_1) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (9) with all_31_164, simplifying with % 26.00/4.41 | | | | | | | (123), (651) gives: % 26.00/4.41 | | | | | | | (653) rfamily_name(all_31_164, xsd_string_2) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (10) with all_31_164, simplifying with % 26.00/4.41 | | | | | | | (123), (651) gives: % 26.00/4.41 | | | | | | | (654) cReptile(all_31_164) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (25) with all_31_164, xsd_string_1, % 26.00/4.41 | | | | | | | xsd_string_2, simplifying with (52), (62), (123), % 26.00/4.41 | | | | | | | (652), (653), (654) gives: % 26.00/4.41 | | | | | | | (655) xsd_string_2 = xsd_string_1 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | REDUCE: (42), (655) imply: % 26.00/4.41 | | | | | | | (656) $false % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | CLOSE: (656) is inconsistent. % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | End of split % 26.00/4.41 | | | | | | % 26.00/4.41 | | | | | Case 2: % 26.00/4.41 | | | | | | % 26.00/4.41 | | | | | | (657) (all_31_165 = 0 & all_31_166 = 0 & cLoxocemidae(all_31_167) % 26.00/4.41 | | | | | | = 0 & cGekkonidae(all_31_167) = 0) | (all_31_168 = 0 & % 26.00/4.41 | | | | | | all_31_169 = 0 & cLoxocemidae(all_31_170) = 0 & % 26.00/4.41 | | | | | | cAnomalepidae(all_31_170) = 0) % 26.00/4.41 | | | | | | % 26.00/4.41 | | | | | | BETA: splitting (657) gives: % 26.00/4.41 | | | | | | % 26.00/4.41 | | | | | | Case 1: % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | (658) all_31_165 = 0 & all_31_166 = 0 & % 26.00/4.41 | | | | | | | cLoxocemidae(all_31_167) = 0 & cGekkonidae(all_31_167) = % 26.00/4.41 | | | | | | | 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | ALPHA: (658) implies: % 26.00/4.41 | | | | | | | (659) cGekkonidae(all_31_167) = 0 % 26.00/4.41 | | | | | | | (660) cLoxocemidae(all_31_167) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (19) with all_31_167, simplifying with % 26.00/4.41 | | | | | | | (122), (659) gives: % 26.00/4.41 | | | | | | | (661) rfamily_name(all_31_167, xsd_string_7) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (23) with all_31_167, simplifying with % 26.00/4.41 | | | | | | | (122), (660) gives: % 26.00/4.41 | | | | | | | (662) rfamily_name(all_31_167, xsd_string_9) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (24) with all_31_167, simplifying with % 26.00/4.41 | | | | | | | (122), (660) gives: % 26.00/4.41 | | | | | | | (663) cReptile(all_31_167) = 0 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | GROUND_INST: instantiating (25) with all_31_167, xsd_string_7, % 26.00/4.41 | | | | | | | xsd_string_9, simplifying with (97), (104), (122), % 26.00/4.41 | | | | | | | (661), (662), (663) gives: % 26.00/4.41 | | | | | | | (664) xsd_string_9 = xsd_string_7 % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | REDUCE: (94), (664) imply: % 26.00/4.41 | | | | | | | (665) $false % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | | CLOSE: (665) is inconsistent. % 26.00/4.41 | | | | | | | % 26.00/4.41 | | | | | | Case 2: % 26.00/4.41 | | | | | | | % 26.00/4.42 | | | | | | | (666) all_31_168 = 0 & all_31_169 = 0 & % 26.00/4.42 | | | | | | | cLoxocemidae(all_31_170) = 0 & cAnomalepidae(all_31_170) % 26.00/4.42 | | | | | | | = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | ALPHA: (666) implies: % 26.00/4.42 | | | | | | | (667) cAnomalepidae(all_31_170) = 0 % 26.00/4.42 | | | | | | | (668) cLoxocemidae(all_31_170) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (9) with all_31_170, simplifying with % 26.00/4.42 | | | | | | | (121), (667) gives: % 26.00/4.42 | | | | | | | (669) rfamily_name(all_31_170, xsd_string_2) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (23) with all_31_170, simplifying with % 26.00/4.42 | | | | | | | (121), (668) gives: % 26.00/4.42 | | | | | | | (670) rfamily_name(all_31_170, xsd_string_9) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (24) with all_31_170, simplifying with % 26.00/4.42 | | | | | | | (121), (668) gives: % 26.00/4.42 | | | | | | | (671) cReptile(all_31_170) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (25) with all_31_170, xsd_string_2, % 26.00/4.42 | | | | | | | xsd_string_9, simplifying with (62), (104), (121), % 26.00/4.42 | | | | | | | (669), (670), (671) gives: % 26.00/4.42 | | | | | | | (672) xsd_string_9 = xsd_string_2 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | REDUCE: (59), (672) imply: % 26.00/4.42 | | | | | | | (673) $false % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | CLOSE: (673) is inconsistent. % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | End of split % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | End of split % 26.00/4.42 | | | | | % 26.00/4.42 | | | | Case 2: % 26.00/4.42 | | | | | % 26.00/4.42 | | | | | (674) (all_31_171 = 0 & all_31_172 = 0 & % 26.00/4.42 | | | | | cLeptotyphlopidae(all_31_173) = 0 & % 26.00/4.42 | | | | | cAnomalepidae(all_31_173) = 0) | (all_31_174 = 0 & % 26.00/4.42 | | | | | all_31_175 = 0 & cCrocodylidae(all_31_176) = 0 & % 26.00/4.42 | | | | | cCordylidae(all_31_176) = 0) | (all_31_177 = 0 & all_31_178 % 26.00/4.42 | | | | | = 0 & cXantusiidae(all_31_179) = 0 & % 26.00/4.42 | | | | | cAnomalepidae(all_31_179) = 0) | (all_31_180 = 0 & % 26.00/4.42 | | | | | all_31_181 = 0 & cSphenodontidae(all_31_182) = 0 & % 26.00/4.42 | | | | | cAnomalepidae(all_31_182) = 0) % 26.00/4.42 | | | | | % 26.00/4.42 | | | | | BETA: splitting (674) gives: % 26.00/4.42 | | | | | % 26.00/4.42 | | | | | Case 1: % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | (675) (all_31_171 = 0 & all_31_172 = 0 & % 26.00/4.42 | | | | | | cLeptotyphlopidae(all_31_173) = 0 & % 26.00/4.42 | | | | | | cAnomalepidae(all_31_173) = 0) | (all_31_174 = 0 & % 26.00/4.42 | | | | | | all_31_175 = 0 & cCrocodylidae(all_31_176) = 0 & % 26.00/4.42 | | | | | | cCordylidae(all_31_176) = 0) % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | BETA: splitting (675) gives: % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | Case 1: % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | (676) all_31_171 = 0 & all_31_172 = 0 & % 26.00/4.42 | | | | | | | cLeptotyphlopidae(all_31_173) = 0 & % 26.00/4.42 | | | | | | | cAnomalepidae(all_31_173) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | ALPHA: (676) implies: % 26.00/4.42 | | | | | | | (677) cAnomalepidae(all_31_173) = 0 % 26.00/4.42 | | | | | | | (678) cLeptotyphlopidae(all_31_173) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (9) with all_31_173, simplifying with % 26.00/4.42 | | | | | | | (120), (677) gives: % 26.00/4.42 | | | | | | | (679) rfamily_name(all_31_173, xsd_string_2) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (21) with all_31_173, simplifying with % 26.00/4.42 | | | | | | | (120), (678) gives: % 26.00/4.42 | | | | | | | (680) rfamily_name(all_31_173, xsd_string_8) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (22) with all_31_173, simplifying with % 26.00/4.42 | | | | | | | (120), (678) gives: % 26.00/4.42 | | | | | | | (681) cReptile(all_31_173) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (25) with all_31_173, xsd_string_2, % 26.00/4.42 | | | | | | | xsd_string_8, simplifying with (62), (101), (120), % 26.00/4.42 | | | | | | | (679), (680), (681) gives: % 26.00/4.42 | | | | | | | (682) xsd_string_8 = xsd_string_2 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | REDUCE: (58), (682) imply: % 26.00/4.42 | | | | | | | (683) $false % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | CLOSE: (683) is inconsistent. % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | Case 2: % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | (684) all_31_174 = 0 & all_31_175 = 0 & % 26.00/4.42 | | | | | | | cCrocodylidae(all_31_176) = 0 & cCordylidae(all_31_176) = % 26.00/4.42 | | | | | | | 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | ALPHA: (684) implies: % 26.00/4.42 | | | | | | | (685) cCordylidae(all_31_176) = 0 % 26.00/4.42 | | | | | | | (686) cCrocodylidae(all_31_176) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (13) with all_31_176, simplifying with % 26.00/4.42 | | | | | | | (119), (685) gives: % 26.00/4.42 | | | | | | | (687) rfamily_name(all_31_176, xsd_string_4) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (15) with all_31_176, simplifying with % 26.00/4.42 | | | | | | | (119), (686) gives: % 26.00/4.42 | | | | | | | (688) rfamily_name(all_31_176, xsd_string_5) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (16) with all_31_176, simplifying with % 26.00/4.42 | | | | | | | (119), (686) gives: % 26.00/4.42 | | | | | | | (689) cReptile(all_31_176) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (25) with all_31_176, xsd_string_4, % 26.00/4.42 | | | | | | | xsd_string_5, simplifying with (79), (86), (119), % 26.00/4.42 | | | | | | | (687), (688), (689) gives: % 26.00/4.42 | | | | | | | (690) xsd_string_5 = xsd_string_4 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | REDUCE: (72), (690) imply: % 26.00/4.42 | | | | | | | (691) $false % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | CLOSE: (691) is inconsistent. % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | End of split % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | Case 2: % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | (692) (all_31_177 = 0 & all_31_178 = 0 & cXantusiidae(all_31_179) % 26.00/4.42 | | | | | | = 0 & cAnomalepidae(all_31_179) = 0) | (all_31_180 = 0 & % 26.00/4.42 | | | | | | all_31_181 = 0 & cSphenodontidae(all_31_182) = 0 & % 26.00/4.42 | | | | | | cAnomalepidae(all_31_182) = 0) % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | BETA: splitting (692) gives: % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | Case 1: % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | (693) all_31_177 = 0 & all_31_178 = 0 & % 26.00/4.42 | | | | | | | cXantusiidae(all_31_179) = 0 & cAnomalepidae(all_31_179) % 26.00/4.42 | | | | | | | = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | ALPHA: (693) implies: % 26.00/4.42 | | | | | | | (694) cAnomalepidae(all_31_179) = 0 % 26.00/4.42 | | | | | | | (695) cXantusiidae(all_31_179) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (9) with all_31_179, simplifying with % 26.00/4.42 | | | | | | | (118), (694) gives: % 26.00/4.42 | | | | | | | (696) rfamily_name(all_31_179, xsd_string_2) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (28) with all_31_179, simplifying with % 26.00/4.42 | | | | | | | (118), (695) gives: % 26.00/4.42 | | | | | | | (697) rfamily_name(all_31_179, xsd_string_11) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (29) with all_31_179, simplifying with % 26.00/4.42 | | | | | | | (118), (695) gives: % 26.00/4.42 | | | | | | | (698) cReptile(all_31_179) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (25) with all_31_179, xsd_string_2, % 26.00/4.42 | | | | | | | xsd_string_11, simplifying with (62), (107), (118), % 26.00/4.42 | | | | | | | (696), (697), (698) gives: % 26.00/4.42 | | | | | | | (699) xsd_string_11 = xsd_string_2 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | REDUCE: (61), (699) imply: % 26.00/4.42 | | | | | | | (700) $false % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | CLOSE: (700) is inconsistent. % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | Case 2: % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | (701) all_31_180 = 0 & all_31_181 = 0 & % 26.00/4.42 | | | | | | | cSphenodontidae(all_31_182) = 0 & % 26.00/4.42 | | | | | | | cAnomalepidae(all_31_182) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | ALPHA: (701) implies: % 26.00/4.42 | | | | | | | (702) cAnomalepidae(all_31_182) = 0 % 26.00/4.42 | | | | | | | (703) cSphenodontidae(all_31_182) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (9) with all_31_182, simplifying with % 26.00/4.42 | | | | | | | (117), (702) gives: % 26.00/4.42 | | | | | | | (704) rfamily_name(all_31_182, xsd_string_2) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (26) with all_31_182, simplifying with % 26.00/4.42 | | | | | | | (117), (703) gives: % 26.00/4.42 | | | | | | | (705) rfamily_name(all_31_182, xsd_string_10) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (27) with all_31_182, simplifying with % 26.00/4.42 | | | | | | | (117), (703) gives: % 26.00/4.42 | | | | | | | (706) cReptile(all_31_182) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (25) with all_31_182, xsd_string_2, % 26.00/4.42 | | | | | | | xsd_string_10, simplifying with (62), (106), (117), % 26.00/4.42 | | | | | | | (704), (705), (706) gives: % 26.00/4.42 | | | | | | | (707) xsd_string_10 = xsd_string_2 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | REDUCE: (60), (707) imply: % 26.00/4.42 | | | | | | | (708) $false % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | CLOSE: (708) is inconsistent. % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | End of split % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | End of split % 26.00/4.42 | | | | | % 26.00/4.42 | | | | End of split % 26.00/4.42 | | | | % 26.00/4.42 | | | Case 2: % 26.00/4.42 | | | | % 26.00/4.42 | | | | (709) (all_31_183 = 0 & all_31_184 = 0 & cXantusiidae(all_31_185) = 0 % 26.00/4.42 | | | | & cLeptotyphlopidae(all_31_185) = 0) | (all_31_186 = 0 & % 26.00/4.42 | | | | all_31_187 = 0 & cGekkonidae(all_31_188) = 0 & % 26.00/4.42 | | | | cAgamidae(all_31_188) = 0) | (all_31_189 = 0 & all_31_190 = 0 % 26.00/4.42 | | | | & cCordylidae(all_31_191) = 0 & cAgamidae(all_31_191) = 0) | % 26.00/4.42 | | | | (all_31_192 = 0 & all_31_193 = 0 & cLoxocemidae(all_31_194) = 0 % 26.00/4.42 | | | | & cLeptotyphlopidae(all_31_194) = 0) | (all_31_195 = 0 & % 26.00/4.42 | | | | all_31_196 = 0 & cLoxocemidae(all_31_197) = 0 & % 26.00/4.42 | | | | cEmydidae(all_31_197) = 0) | (all_31_198 = 0 & all_31_199 = 0 % 26.00/4.42 | | | | & cSphenodontidae(all_31_200) = 0 & % 26.00/4.42 | | | | cLeptotyphlopidae(all_31_200) = 0) | (all_31_201 = 0 & % 26.00/4.42 | | | | all_31_202 = 0 & cAmphisbaenidae(all_31_203) = 0 & % 26.00/4.42 | | | | cAgamidae(all_31_203) = 0) | (xsd_string(all_31_5) = all_31_4 % 26.00/4.42 | | | | & xsd_integer(all_31_5) = all_31_3 & ((all_31_3 = 0 & % 26.00/4.42 | | | | all_31_4 = 0) | ( ~ (all_31_3 = 0) & ~ (all_31_4 = 0)))) % 26.00/4.42 | | | | | (cowlThing(all_31_2) = all_31_1 & cowlNothing(all_31_2) = % 26.00/4.42 | | | | all_31_0 & ( ~ (all_31_1 = 0) | all_31_0 = 0)) % 26.00/4.42 | | | | % 26.00/4.42 | | | | BETA: splitting (709) gives: % 26.00/4.42 | | | | % 26.00/4.42 | | | | Case 1: % 26.00/4.42 | | | | | % 26.00/4.42 | | | | | (710) (all_31_183 = 0 & all_31_184 = 0 & cXantusiidae(all_31_185) = % 26.00/4.42 | | | | | 0 & cLeptotyphlopidae(all_31_185) = 0) | (all_31_186 = 0 & % 26.00/4.42 | | | | | all_31_187 = 0 & cGekkonidae(all_31_188) = 0 & % 26.00/4.42 | | | | | cAgamidae(all_31_188) = 0) | (all_31_189 = 0 & all_31_190 = % 26.00/4.42 | | | | | 0 & cCordylidae(all_31_191) = 0 & cAgamidae(all_31_191) = % 26.00/4.42 | | | | | 0) | (all_31_192 = 0 & all_31_193 = 0 & % 26.00/4.42 | | | | | cLoxocemidae(all_31_194) = 0 & % 26.00/4.42 | | | | | cLeptotyphlopidae(all_31_194) = 0) % 26.00/4.42 | | | | | % 26.00/4.42 | | | | | BETA: splitting (710) gives: % 26.00/4.42 | | | | | % 26.00/4.42 | | | | | Case 1: % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | (711) (all_31_183 = 0 & all_31_184 = 0 & cXantusiidae(all_31_185) % 26.00/4.42 | | | | | | = 0 & cLeptotyphlopidae(all_31_185) = 0) | (all_31_186 = % 26.00/4.42 | | | | | | 0 & all_31_187 = 0 & cGekkonidae(all_31_188) = 0 & % 26.00/4.42 | | | | | | cAgamidae(all_31_188) = 0) % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | BETA: splitting (711) gives: % 26.00/4.42 | | | | | | % 26.00/4.42 | | | | | | Case 1: % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | (712) all_31_183 = 0 & all_31_184 = 0 & % 26.00/4.42 | | | | | | | cXantusiidae(all_31_185) = 0 & % 26.00/4.42 | | | | | | | cLeptotyphlopidae(all_31_185) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | ALPHA: (712) implies: % 26.00/4.42 | | | | | | | (713) cLeptotyphlopidae(all_31_185) = 0 % 26.00/4.42 | | | | | | | (714) cXantusiidae(all_31_185) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (21) with all_31_185, simplifying with % 26.00/4.42 | | | | | | | (116), (713) gives: % 26.00/4.42 | | | | | | | (715) rfamily_name(all_31_185, xsd_string_8) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (28) with all_31_185, simplifying with % 26.00/4.42 | | | | | | | (116), (714) gives: % 26.00/4.42 | | | | | | | (716) rfamily_name(all_31_185, xsd_string_11) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (29) with all_31_185, simplifying with % 26.00/4.42 | | | | | | | (116), (714) gives: % 26.00/4.42 | | | | | | | (717) cReptile(all_31_185) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | GROUND_INST: instantiating (25) with all_31_185, xsd_string_8, % 26.00/4.42 | | | | | | | xsd_string_11, simplifying with (101), (107), (116), % 26.00/4.42 | | | | | | | (715), (716), (717) gives: % 26.00/4.42 | | | | | | | (718) xsd_string_11 = xsd_string_8 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | REDUCE: (100), (718) imply: % 26.00/4.42 | | | | | | | (719) $false % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | CLOSE: (719) is inconsistent. % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | Case 2: % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | (720) all_31_186 = 0 & all_31_187 = 0 & cGekkonidae(all_31_188) % 26.00/4.42 | | | | | | | = 0 & cAgamidae(all_31_188) = 0 % 26.00/4.42 | | | | | | | % 26.00/4.42 | | | | | | | ALPHA: (720) implies: % 26.00/4.43 | | | | | | | (721) cAgamidae(all_31_188) = 0 % 26.00/4.43 | | | | | | | (722) cGekkonidae(all_31_188) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (6) with all_31_188, simplifying with % 26.00/4.43 | | | | | | | (115), (721) gives: % 26.00/4.43 | | | | | | | (723) rfamily_name(all_31_188, xsd_string_0) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (19) with all_31_188, simplifying with % 26.00/4.43 | | | | | | | (115), (722) gives: % 26.00/4.43 | | | | | | | (724) rfamily_name(all_31_188, xsd_string_7) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (20) with all_31_188, simplifying with % 26.00/4.43 | | | | | | | (115), (722) gives: % 26.00/4.43 | | | | | | | (725) cReptile(all_31_188) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (25) with all_31_188, xsd_string_0, % 26.00/4.43 | | | | | | | xsd_string_7, simplifying with (41), (97), (115), % 26.00/4.43 | | | | | | | (723), (724), (725) gives: % 26.00/4.43 | | | | | | | (726) xsd_string_7 = xsd_string_0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | REDUCE: (36), (726) imply: % 26.00/4.43 | | | | | | | (727) $false % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | CLOSE: (727) is inconsistent. % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | End of split % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | Case 2: % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | (728) (all_31_189 = 0 & all_31_190 = 0 & cCordylidae(all_31_191) % 26.00/4.43 | | | | | | = 0 & cAgamidae(all_31_191) = 0) | (all_31_192 = 0 & % 26.00/4.43 | | | | | | all_31_193 = 0 & cLoxocemidae(all_31_194) = 0 & % 26.00/4.43 | | | | | | cLeptotyphlopidae(all_31_194) = 0) % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | BETA: splitting (728) gives: % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | Case 1: % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | (729) all_31_189 = 0 & all_31_190 = 0 & cCordylidae(all_31_191) % 26.00/4.43 | | | | | | | = 0 & cAgamidae(all_31_191) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | ALPHA: (729) implies: % 26.00/4.43 | | | | | | | (730) cAgamidae(all_31_191) = 0 % 26.00/4.43 | | | | | | | (731) cCordylidae(all_31_191) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (6) with all_31_191, simplifying with % 26.00/4.43 | | | | | | | (114), (730) gives: % 26.00/4.43 | | | | | | | (732) rfamily_name(all_31_191, xsd_string_0) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (13) with all_31_191, simplifying with % 26.00/4.43 | | | | | | | (114), (731) gives: % 26.00/4.43 | | | | | | | (733) rfamily_name(all_31_191, xsd_string_4) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (14) with all_31_191, simplifying with % 26.00/4.43 | | | | | | | (114), (731) gives: % 26.00/4.43 | | | | | | | (734) cReptile(all_31_191) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (25) with all_31_191, xsd_string_0, % 26.00/4.43 | | | | | | | xsd_string_4, simplifying with (41), (79), (114), % 26.00/4.43 | | | | | | | (732), (733), (734) gives: % 26.00/4.43 | | | | | | | (735) xsd_string_4 = xsd_string_0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | REDUCE: (33), (735) imply: % 26.00/4.43 | | | | | | | (736) $false % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | CLOSE: (736) is inconsistent. % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | Case 2: % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | (737) all_31_192 = 0 & all_31_193 = 0 & % 26.00/4.43 | | | | | | | cLoxocemidae(all_31_194) = 0 & % 26.00/4.43 | | | | | | | cLeptotyphlopidae(all_31_194) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | ALPHA: (737) implies: % 26.00/4.43 | | | | | | | (738) cLeptotyphlopidae(all_31_194) = 0 % 26.00/4.43 | | | | | | | (739) cLoxocemidae(all_31_194) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (21) with all_31_194, simplifying with % 26.00/4.43 | | | | | | | (113), (738) gives: % 26.00/4.43 | | | | | | | (740) rfamily_name(all_31_194, xsd_string_8) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (23) with all_31_194, simplifying with % 26.00/4.43 | | | | | | | (113), (739) gives: % 26.00/4.43 | | | | | | | (741) rfamily_name(all_31_194, xsd_string_9) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (24) with all_31_194, simplifying with % 26.00/4.43 | | | | | | | (113), (739) gives: % 26.00/4.43 | | | | | | | (742) cReptile(all_31_194) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (25) with all_31_194, xsd_string_8, % 26.00/4.43 | | | | | | | xsd_string_9, simplifying with (101), (104), (113), % 26.00/4.43 | | | | | | | (740), (741), (742) gives: % 26.00/4.43 | | | | | | | (743) xsd_string_9 = xsd_string_8 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | REDUCE: (98), (743) imply: % 26.00/4.43 | | | | | | | (744) $false % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | CLOSE: (744) is inconsistent. % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | End of split % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | End of split % 26.00/4.43 | | | | | % 26.00/4.43 | | | | Case 2: % 26.00/4.43 | | | | | % 26.00/4.43 | | | | | (745) (all_31_195 = 0 & all_31_196 = 0 & cLoxocemidae(all_31_197) = % 26.00/4.43 | | | | | 0 & cEmydidae(all_31_197) = 0) | (all_31_198 = 0 & % 26.00/4.43 | | | | | all_31_199 = 0 & cSphenodontidae(all_31_200) = 0 & % 26.00/4.43 | | | | | cLeptotyphlopidae(all_31_200) = 0) | (all_31_201 = 0 & % 26.00/4.43 | | | | | all_31_202 = 0 & cAmphisbaenidae(all_31_203) = 0 & % 26.00/4.43 | | | | | cAgamidae(all_31_203) = 0) | (xsd_string(all_31_5) = % 26.00/4.43 | | | | | all_31_4 & xsd_integer(all_31_5) = all_31_3 & ((all_31_3 = % 26.00/4.43 | | | | | 0 & all_31_4 = 0) | ( ~ (all_31_3 = 0) & ~ (all_31_4 = % 26.00/4.43 | | | | | 0)))) | (cowlThing(all_31_2) = all_31_1 & % 26.00/4.43 | | | | | cowlNothing(all_31_2) = all_31_0 & ( ~ (all_31_1 = 0) | % 26.00/4.43 | | | | | all_31_0 = 0)) % 26.00/4.43 | | | | | % 26.00/4.43 | | | | | BETA: splitting (745) gives: % 26.00/4.43 | | | | | % 26.00/4.43 | | | | | Case 1: % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | (746) (all_31_195 = 0 & all_31_196 = 0 & cLoxocemidae(all_31_197) % 26.00/4.43 | | | | | | = 0 & cEmydidae(all_31_197) = 0) | (all_31_198 = 0 & % 26.00/4.43 | | | | | | all_31_199 = 0 & cSphenodontidae(all_31_200) = 0 & % 26.00/4.43 | | | | | | cLeptotyphlopidae(all_31_200) = 0) % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | BETA: splitting (746) gives: % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | Case 1: % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | (747) all_31_195 = 0 & all_31_196 = 0 & % 26.00/4.43 | | | | | | | cLoxocemidae(all_31_197) = 0 & cEmydidae(all_31_197) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | ALPHA: (747) implies: % 26.00/4.43 | | | | | | | (748) cEmydidae(all_31_197) = 0 % 26.00/4.43 | | | | | | | (749) cLoxocemidae(all_31_197) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (17) with all_31_197, simplifying with % 26.00/4.43 | | | | | | | (112), (748) gives: % 26.00/4.43 | | | | | | | (750) rfamily_name(all_31_197, xsd_string_6) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (23) with all_31_197, simplifying with % 26.00/4.43 | | | | | | | (112), (749) gives: % 26.00/4.43 | | | | | | | (751) rfamily_name(all_31_197, xsd_string_9) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (24) with all_31_197, simplifying with % 26.00/4.43 | | | | | | | (112), (749) gives: % 26.00/4.43 | | | | | | | (752) cReptile(all_31_197) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (25) with all_31_197, xsd_string_6, % 26.00/4.43 | | | | | | | xsd_string_9, simplifying with (92), (104), (112), % 26.00/4.43 | | | | | | | (750), (751), (752) gives: % 26.00/4.43 | | | | | | | (753) xsd_string_9 = xsd_string_6 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | REDUCE: (89), (753) imply: % 26.00/4.43 | | | | | | | (754) $false % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | CLOSE: (754) is inconsistent. % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | Case 2: % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | (755) all_31_198 = 0 & all_31_199 = 0 & % 26.00/4.43 | | | | | | | cSphenodontidae(all_31_200) = 0 & % 26.00/4.43 | | | | | | | cLeptotyphlopidae(all_31_200) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | ALPHA: (755) implies: % 26.00/4.43 | | | | | | | (756) cLeptotyphlopidae(all_31_200) = 0 % 26.00/4.43 | | | | | | | (757) cSphenodontidae(all_31_200) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (21) with all_31_200, simplifying with % 26.00/4.43 | | | | | | | (111), (756) gives: % 26.00/4.43 | | | | | | | (758) rfamily_name(all_31_200, xsd_string_8) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (26) with all_31_200, simplifying with % 26.00/4.43 | | | | | | | (111), (757) gives: % 26.00/4.43 | | | | | | | (759) rfamily_name(all_31_200, xsd_string_10) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (27) with all_31_200, simplifying with % 26.00/4.43 | | | | | | | (111), (757) gives: % 26.00/4.43 | | | | | | | (760) cReptile(all_31_200) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (25) with all_31_200, xsd_string_8, % 26.00/4.43 | | | | | | | xsd_string_10, simplifying with (101), (106), (111), % 26.00/4.43 | | | | | | | (758), (759), (760) gives: % 26.00/4.43 | | | | | | | (761) xsd_string_10 = xsd_string_8 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | REDUCE: (99), (761) imply: % 26.00/4.43 | | | | | | | (762) $false % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | CLOSE: (762) is inconsistent. % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | End of split % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | Case 2: % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | (763) (all_31_201 = 0 & all_31_202 = 0 & % 26.00/4.43 | | | | | | cAmphisbaenidae(all_31_203) = 0 & cAgamidae(all_31_203) = % 26.00/4.43 | | | | | | 0) | (xsd_string(all_31_5) = all_31_4 & % 26.00/4.43 | | | | | | xsd_integer(all_31_5) = all_31_3 & ((all_31_3 = 0 & % 26.00/4.43 | | | | | | all_31_4 = 0) | ( ~ (all_31_3 = 0) & ~ (all_31_4 = % 26.00/4.43 | | | | | | 0)))) | (cowlThing(all_31_2) = all_31_1 & % 26.00/4.43 | | | | | | cowlNothing(all_31_2) = all_31_0 & ( ~ (all_31_1 = 0) | % 26.00/4.43 | | | | | | all_31_0 = 0)) % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | BETA: splitting (763) gives: % 26.00/4.43 | | | | | | % 26.00/4.43 | | | | | | Case 1: % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | (764) all_31_201 = 0 & all_31_202 = 0 & % 26.00/4.43 | | | | | | | cAmphisbaenidae(all_31_203) = 0 & cAgamidae(all_31_203) = % 26.00/4.43 | | | | | | | 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | ALPHA: (764) implies: % 26.00/4.43 | | | | | | | (765) cAgamidae(all_31_203) = 0 % 26.00/4.43 | | | | | | | (766) cAmphisbaenidae(all_31_203) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (6) with all_31_203, simplifying with % 26.00/4.43 | | | | | | | (110), (765) gives: % 26.00/4.43 | | | | | | | (767) rfamily_name(all_31_203, xsd_string_0) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (7) with all_31_203, simplifying with % 26.00/4.43 | | | | | | | (110), (766) gives: % 26.00/4.43 | | | | | | | (768) rfamily_name(all_31_203, xsd_string_1) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (8) with all_31_203, simplifying with % 26.00/4.43 | | | | | | | (110), (766) gives: % 26.00/4.43 | | | | | | | (769) cReptile(all_31_203) = 0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | GROUND_INST: instantiating (25) with all_31_203, xsd_string_0, % 26.00/4.43 | | | | | | | xsd_string_1, simplifying with (41), (52), (110), % 26.00/4.43 | | | | | | | (767), (768), (769) gives: % 26.00/4.43 | | | | | | | (770) xsd_string_1 = xsd_string_0 % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | REDUCE: (30), (770) imply: % 26.00/4.43 | | | | | | | (771) $false % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | CLOSE: (771) is inconsistent. % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | Case 2: % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | (772) (xsd_string(all_31_5) = all_31_4 & xsd_integer(all_31_5) % 26.00/4.43 | | | | | | | = all_31_3 & ((all_31_3 = 0 & all_31_4 = 0) | ( ~ % 26.00/4.43 | | | | | | | (all_31_3 = 0) & ~ (all_31_4 = 0)))) | % 26.00/4.43 | | | | | | | (cowlThing(all_31_2) = all_31_1 & cowlNothing(all_31_2) = % 26.00/4.43 | | | | | | | all_31_0 & ( ~ (all_31_1 = 0) | all_31_0 = 0)) % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | BETA: splitting (772) gives: % 26.00/4.43 | | | | | | | % 26.00/4.43 | | | | | | | Case 1: % 26.00/4.43 | | | | | | | | % 26.00/4.43 | | | | | | | | (773) xsd_string(all_31_5) = all_31_4 & xsd_integer(all_31_5) % 26.00/4.43 | | | | | | | | = all_31_3 & ((all_31_3 = 0 & all_31_4 = 0) | ( ~ % 26.00/4.43 | | | | | | | | (all_31_3 = 0) & ~ (all_31_4 = 0))) % 26.00/4.43 | | | | | | | | % 26.00/4.43 | | | | | | | | ALPHA: (773) implies: % 26.00/4.43 | | | | | | | | (774) xsd_integer(all_31_5) = all_31_3 % 26.00/4.43 | | | | | | | | (775) xsd_string(all_31_5) = all_31_4 % 26.00/4.43 | | | | | | | | (776) (all_31_3 = 0 & all_31_4 = 0) | ( ~ (all_31_3 = 0) & ~ % 26.00/4.43 | | | | | | | | (all_31_4 = 0)) % 26.00/4.43 | | | | | | | | % 26.00/4.43 | | | | | | | | GROUND_INST: instantiating (4) with all_31_5, all_31_3, % 26.00/4.43 | | | | | | | | simplifying with (176), (774) gives: % 26.00/4.43 | | | | | | | | (777) all_31_3 = 0 | xsd_string(all_31_5) = 0 % 26.00/4.43 | | | | | | | | % 26.00/4.43 | | | | | | | | GROUND_INST: instantiating (5) with all_31_5, all_31_4, % 26.00/4.43 | | | | | | | | simplifying with (176), (775) gives: % 26.00/4.43 | | | | | | | | (778) all_31_4 = 0 | xsd_integer(all_31_5) = 0 % 26.00/4.43 | | | | | | | | % 26.00/4.43 | | | | | | | | BETA: splitting (776) gives: % 26.00/4.43 | | | | | | | | % 26.00/4.43 | | | | | | | | Case 1: % 26.00/4.43 | | | | | | | | | % 26.00/4.43 | | | | | | | | | (779) all_31_3 = 0 & all_31_4 = 0 % 26.00/4.43 | | | | | | | | | % 26.00/4.43 | | | | | | | | | ALPHA: (779) implies: % 26.00/4.43 | | | | | | | | | (780) all_31_4 = 0 % 26.00/4.43 | | | | | | | | | (781) all_31_3 = 0 % 26.00/4.43 | | | | | | | | | % 26.00/4.43 | | | | | | | | | REDUCE: (775), (780) imply: % 26.00/4.43 | | | | | | | | | (782) xsd_string(all_31_5) = 0 % 26.00/4.43 | | | | | | | | | % 26.00/4.43 | | | | | | | | | REDUCE: (774), (781) imply: % 26.00/4.43 | | | | | | | | | (783) xsd_integer(all_31_5) = 0 % 26.00/4.43 | | | | | | | | | % 26.00/4.44 | | | | | | | | | REF_CLOSE: (3), (108), (176), (782), (783) are inconsistent by % 26.00/4.44 | | | | | | | | | sub-proof #1. % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | Case 2: % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | (784) ~ (all_31_3 = 0) & ~ (all_31_4 = 0) % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | ALPHA: (784) implies: % 26.00/4.44 | | | | | | | | | (785) ~ (all_31_4 = 0) % 26.00/4.44 | | | | | | | | | (786) ~ (all_31_3 = 0) % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | BETA: splitting (778) gives: % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | Case 1: % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | (787) xsd_integer(all_31_5) = 0 % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | BETA: splitting (777) gives: % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | Case 1: % 26.00/4.44 | | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | | (788) xsd_string(all_31_5) = 0 % 26.00/4.44 | | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | | REF_CLOSE: (3), (108), (176), (787), (788) are inconsistent % 26.00/4.44 | | | | | | | | | | | by sub-proof #1. % 26.00/4.44 | | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | Case 2: % 26.00/4.44 | | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | | (789) all_31_3 = 0 % 26.00/4.44 | | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | | REDUCE: (786), (789) imply: % 26.00/4.44 | | | | | | | | | | | (790) $false % 26.00/4.44 | | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | | CLOSE: (790) is inconsistent. % 26.00/4.44 | | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | End of split % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | Case 2: % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | (791) all_31_4 = 0 % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | REDUCE: (785), (791) imply: % 26.00/4.44 | | | | | | | | | | (792) $false % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | | CLOSE: (792) is inconsistent. % 26.00/4.44 | | | | | | | | | | % 26.00/4.44 | | | | | | | | | End of split % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | End of split % 26.00/4.44 | | | | | | | | % 26.00/4.44 | | | | | | | Case 2: % 26.00/4.44 | | | | | | | | % 26.00/4.44 | | | | | | | | (793) cowlThing(all_31_2) = all_31_1 & cowlNothing(all_31_2) % 26.00/4.44 | | | | | | | | = all_31_0 & ( ~ (all_31_1 = 0) | all_31_0 = 0) % 26.00/4.44 | | | | | | | | % 26.00/4.44 | | | | | | | | ALPHA: (793) implies: % 26.00/4.44 | | | | | | | | (794) cowlNothing(all_31_2) = all_31_0 % 26.00/4.44 | | | | | | | | (795) cowlThing(all_31_2) = all_31_1 % 26.00/4.44 | | | | | | | | (796) ~ (all_31_1 = 0) | all_31_0 = 0 % 26.00/4.44 | | | | | | | | % 26.00/4.44 | | | | | | | | GROUND_INST: instantiating (2) with all_31_2, all_31_1, % 26.00/4.44 | | | | | | | | simplifying with (177), (795) gives: % 26.00/4.44 | | | | | | | | (797) all_31_1 = 0 % 26.00/4.44 | | | | | | | | % 26.00/4.44 | | | | | | | | BETA: splitting (796) gives: % 26.00/4.44 | | | | | | | | % 26.00/4.44 | | | | | | | | Case 1: % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | (798) ~ (all_31_1 = 0) % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | REDUCE: (797), (798) imply: % 26.00/4.44 | | | | | | | | | (799) $false % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | CLOSE: (799) is inconsistent. % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | Case 2: % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | (800) all_31_0 = 0 % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | REDUCE: (794), (800) imply: % 26.00/4.44 | | | | | | | | | (801) cowlNothing(all_31_2) = 0 % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | GROUND_INST: instantiating (1) with all_31_2, simplifying with % 26.00/4.44 | | | | | | | | | (177), (801) gives: % 26.00/4.44 | | | | | | | | | (802) $false % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | | CLOSE: (802) is inconsistent. % 26.00/4.44 | | | | | | | | | % 26.00/4.44 | | | | | | | | End of split % 26.00/4.44 | | | | | | | | % 26.00/4.44 | | | | | | | End of split % 26.00/4.44 | | | | | | | % 26.00/4.44 | | | | | | End of split % 26.00/4.44 | | | | | | % 26.00/4.44 | | | | | End of split % 26.00/4.44 | | | | | % 26.00/4.44 | | | | End of split % 26.00/4.44 | | | | % 26.00/4.44 | | | End of split % 26.00/4.44 | | | % 26.00/4.44 | | End of split % 26.00/4.44 | | % 26.00/4.44 | End of split % 26.00/4.44 | % 26.00/4.44 End of proof % 26.00/4.44 % 26.00/4.44 Sub-proof #1 shows that the following formulas are inconsistent: % 26.00/4.44 ---------------------------------------------------------------- % 26.00/4.44 (1) xsd_string(all_31_5) = 0 % 26.00/4.44 (2) $i(all_31_5) % 26.00/4.44 (3) ! [v0: MultipleValueBool] : ! [v1: MultipleValueBool] : ! [v2: $i] : % 26.00/4.44 (v1 = v0 | ~ (xsd_integer(v2) = v1) | ~ (xsd_integer(v2) = v0)) % 26.00/4.44 (4) ! [v0: $i] : ( ~ (xsd_string(v0) = 0) | ~ $i(v0) | ? [v1: int] : ( ~ % 26.00/4.44 (v1 = 0) & xsd_integer(v0) = v1)) % 26.00/4.44 (5) xsd_integer(all_31_5) = 0 % 26.00/4.44 % 26.00/4.44 Begin of proof % 26.00/4.44 | % 26.00/4.44 | GROUND_INST: instantiating (4) with all_31_5, simplifying with (1), (2) gives: % 26.00/4.44 | (6) ? [v0: int] : ( ~ (v0 = 0) & xsd_integer(all_31_5) = v0) % 26.00/4.44 | % 26.00/4.44 | DELTA: instantiating (6) with fresh symbol all_81_0 gives: % 26.00/4.44 | (7) ~ (all_81_0 = 0) & xsd_integer(all_31_5) = all_81_0 % 26.00/4.44 | % 26.00/4.44 | ALPHA: (7) implies: % 26.00/4.44 | (8) ~ (all_81_0 = 0) % 26.00/4.44 | (9) xsd_integer(all_31_5) = all_81_0 % 26.00/4.44 | % 26.00/4.44 | GROUND_INST: instantiating (3) with 0, all_81_0, all_31_5, simplifying with % 26.00/4.44 | (5), (9) gives: % 26.00/4.44 | (10) all_81_0 = 0 % 26.00/4.44 | % 26.00/4.44 | REDUCE: (8), (10) imply: % 26.00/4.44 | (11) $false % 26.00/4.44 | % 26.00/4.44 | CLOSE: (11) is inconsistent. % 26.00/4.44 | % 26.00/4.44 End of proof % 26.00/4.44 % SZS output end Proof for theBenchmark % 26.00/4.44 % 26.00/4.44 3812ms %------------------------------------------------------------------------------