TSTP Solution File: KRS147+1 by CSE---1.6
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- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : KRS147+1 : TPTP v8.1.2. Released v3.1.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %s %d
% Computer : n009.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 05:39:26 EDT 2023
% Result : Theorem 21.22s 21.30s
% Output : CNFRefutation 21.22s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12 % Problem : KRS147+1 : TPTP v8.1.2. Released v3.1.0.
% 0.03/0.12 % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %s %d
% 0.12/0.33 % Computer : n009.cluster.edu
% 0.12/0.33 % Model : x86_64 x86_64
% 0.12/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33 % Memory : 8042.1875MB
% 0.12/0.33 % OS : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33 % CPULimit : 300
% 0.12/0.33 % WCLimit : 300
% 0.12/0.33 % DateTime : Mon Aug 28 01:34:50 EDT 2023
% 0.12/0.34 % CPUTime :
% 0.49/0.59 start to proof:theBenchmark
% 21.22/21.28 %-------------------------------------------
% 21.22/21.28 % File :CSE---1.6
% 21.22/21.28 % Problem :theBenchmark
% 21.22/21.28 % Transform :cnf
% 21.22/21.28 % Format :tptp:raw
% 21.22/21.28 % Command :java -jar mcs_scs.jar %d %s
% 21.22/21.28
% 21.22/21.28 % Result :Theorem 20.620000s
% 21.22/21.28 % Output :CNFRefutation 20.620000s
% 21.22/21.28 %-------------------------------------------
% 21.22/21.28 %------------------------------------------------------------------------------
% 21.22/21.28 % File : KRS147+1 : TPTP v8.1.2. Released v3.1.0.
% 21.22/21.28 % Domain : Knowledge Representation (Semantic Web)
% 21.22/21.28 % Problem : DL Test: k_d4 ABox test from DL98 systems comparison
% 21.22/21.28 % Version : Especial.
% 21.22/21.28 % English :
% 21.22/21.28
% 21.22/21.28 % Refs : [Bec03] Bechhofer (2003), Email to G. Sutcliffe
% 21.22/21.28 % : [TR+04] Tsarkov et al. (2004), Using Vampire to Reason with OW
% 21.22/21.28 % Source : [Bec03]
% 21.22/21.28 % Names : positive_description-logic-Manifest202 [Bec03]
% 21.22/21.28
% 21.22/21.28 % Status : Theorem
% 21.22/21.28 % Rating : 0.07 v8.1.0, 0.00 v7.5.0, 0.05 v7.4.0, 0.00 v6.1.0, 0.16 v6.0.0, 0.25 v5.4.0, 0.26 v5.3.0, 0.35 v5.2.0, 0.07 v5.0.0, 0.15 v4.1.0, 0.11 v4.0.1, 0.05 v3.7.0, 0.00 v3.4.0, 0.17 v3.3.0, 0.00 v3.2.0, 0.11 v3.1.0
% 21.22/21.28 % Syntax : Number of formulae : 87 ( 34 unt; 0 def)
% 21.22/21.28 % Number of atoms : 204 ( 0 equ)
% 21.22/21.28 % Maximal formula atoms : 19 ( 2 avg)
% 21.22/21.28 % Number of connectives : 164 ( 47 ~; 0 |; 65 &)
% 21.22/21.28 % ( 49 <=>; 3 =>; 0 <=; 0 <~>)
% 21.22/21.28 % Maximal formula depth : 17 ( 4 avg)
% 21.22/21.28 % Maximal term depth : 1 ( 1 avg)
% 21.22/21.28 % Number of predicates : 54 ( 54 usr; 0 prp; 1-2 aty)
% 21.22/21.28 % Number of functors : 10 ( 10 usr; 10 con; 0-0 aty)
% 21.22/21.28 % Number of variables : 85 ( 54 !; 31 ?)
% 21.22/21.28 % SPC : FOF_THM_RFO_NEQ
% 21.22/21.28
% 21.22/21.28 % Comments : Sean Bechhofer says there are some errors in the encoding of
% 21.22/21.28 % datatypes, so this problem may not be perfect. At least it's
% 21.22/21.28 % still representative of the type of reasoning required for OWL.
% 21.22/21.28 %------------------------------------------------------------------------------
% 21.22/21.28 %----Thing and Nothing
% 21.22/21.28 fof(axiom_0,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cowlThing(X)
% 21.22/21.28 & ~ cowlNothing(X) ) ).
% 21.22/21.28
% 21.22/21.28 %----String and Integer disjoint
% 21.22/21.28 fof(axiom_1,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( xsd_string(X)
% 21.22/21.28 <=> ~ xsd_integer(X) ) ).
% 21.22/21.28
% 21.22/21.28 %----Equality cC10
% 21.22/21.28 fof(axiom_2,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cC10(X)
% 21.22/21.28 <=> ( cC4(X)
% 21.22/21.28 & cC8(X) ) ) ).
% 21.22/21.28
% 21.22/21.28 %----Equality cC12
% 21.22/21.28 fof(axiom_3,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cC12(X)
% 21.22/21.28 <=> ? [Y] :
% 21.22/21.28 ( rR1(X,Y)
% 21.22/21.28 & cC10(Y) ) ) ).
% 21.22/21.28
% 21.22/21.28 %----Equality cC14
% 21.22/21.28 fof(axiom_4,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cC14(X)
% 21.22/21.28 <=> ? [Y] :
% 21.22/21.28 ( rR1(X,Y)
% 21.22/21.28 & cTOP(Y) ) ) ).
% 21.22/21.28
% 21.22/21.28 %----Equality cC16
% 21.22/21.28 fof(axiom_5,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cC16(X)
% 21.22/21.28 <=> ? [Y] :
% 21.22/21.28 ( rR1(X,Y)
% 21.22/21.28 & ~ cC14(Y) ) ) ).
% 21.22/21.28
% 21.22/21.28 %----Equality cC18
% 21.22/21.28 fof(axiom_6,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cC18(X)
% 21.22/21.28 <=> ( ~ cC16(X)
% 21.22/21.28 & cC12(X) ) ) ).
% 21.22/21.28
% 21.22/21.28 %----Equality cC20
% 21.22/21.28 fof(axiom_7,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cC20(X)
% 21.22/21.28 <=> ? [Y] :
% 21.22/21.28 ( rR1(X,Y)
% 21.22/21.28 & ~ cC2(Y) ) ) ).
% 21.22/21.28
% 21.22/21.28 %----Equality cC22
% 21.22/21.28 fof(axiom_8,axiom,
% 21.22/21.28 ! [X] :
% 21.22/21.28 ( cC22(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC24
% 21.22/21.29 fof(axiom_9,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC24(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC22(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC26
% 21.22/21.29 fof(axiom_10,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC26(X)
% 21.22/21.29 <=> ( ~ cC20(X)
% 21.22/21.29 & cC24(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC28
% 21.22/21.29 fof(axiom_11,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC28(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC26(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC30
% 21.22/21.29 fof(axiom_12,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC30(X)
% 21.22/21.29 <=> ( cC18(X)
% 21.22/21.29 & ~ cC28(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC32
% 21.22/21.29 fof(axiom_13,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC32(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC34
% 21.22/21.29 fof(axiom_14,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC34(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC32(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC36
% 21.22/21.29 fof(axiom_15,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC36(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC38
% 21.22/21.29 fof(axiom_16,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC38(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC36(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC4
% 21.22/21.29 fof(axiom_17,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC4(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC40
% 21.22/21.29 fof(axiom_18,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC40(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC38(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC42
% 21.22/21.29 fof(axiom_19,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC42(X)
% 21.22/21.29 <=> ( ~ cC34(X)
% 21.22/21.29 & cC40(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC44
% 21.22/21.29 fof(axiom_20,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC44(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC42(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC46
% 21.22/21.29 fof(axiom_21,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC46(X)
% 21.22/21.29 <=> ( ~ cC44(X)
% 21.22/21.29 & cC30(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC48
% 21.22/21.29 fof(axiom_22,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC48(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC50
% 21.22/21.29 fof(axiom_23,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC50(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC52
% 21.22/21.29 fof(axiom_24,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC52(X)
% 21.22/21.29 <=> ( ~ cC50(X)
% 21.22/21.29 & ~ cC48(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC54
% 21.22/21.29 fof(axiom_25,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC54(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC52(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC56
% 21.22/21.29 fof(axiom_26,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC56(X)
% 21.22/21.29 <=> ( ~ cC54(X)
% 21.22/21.29 & cC46(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC58
% 21.22/21.29 fof(axiom_27,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC58(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC6
% 21.22/21.29 fof(axiom_28,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC6(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC60
% 21.22/21.29 fof(axiom_29,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC60(X)
% 21.22/21.29 <=> ( cC58(X)
% 21.22/21.29 & ~ cC2(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC62
% 21.22/21.29 fof(axiom_30,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC62(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC60(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC64
% 21.22/21.29 fof(axiom_31,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC64(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC66
% 21.22/21.29 fof(axiom_32,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC66(X)
% 21.22/21.29 <=> ( ~ cC2(X)
% 21.22/21.29 & cC64(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC68
% 21.22/21.29 fof(axiom_33,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC68(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC66(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC70
% 21.22/21.29 fof(axiom_34,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC70(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC68(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC72
% 21.22/21.29 fof(axiom_35,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC72(X)
% 21.22/21.29 <=> ( ~ cC62(X)
% 21.22/21.29 & cC70(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC74
% 21.22/21.29 fof(axiom_36,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC74(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC72(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC76
% 21.22/21.29 fof(axiom_37,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC76(X)
% 21.22/21.29 <=> ( ~ cC74(X)
% 21.22/21.29 & cC56(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC78
% 21.22/21.29 fof(axiom_38,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC78(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC8
% 21.22/21.29 fof(axiom_39,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC8(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC6(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC80
% 21.22/21.29 fof(axiom_40,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC80(X)
% 21.22/21.29 <=> ( ~ cC2(X)
% 21.22/21.29 & ~ cC78(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC82
% 21.22/21.29 fof(axiom_41,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC82(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC80(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC84
% 21.22/21.29 fof(axiom_42,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC84(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & ~ cC2(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC86
% 21.22/21.29 fof(axiom_43,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC86(X)
% 21.22/21.29 <=> ( ~ cC84(X)
% 21.22/21.29 & ~ cC2(X) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC88
% 21.22/21.29 fof(axiom_44,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC88(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC86(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC90
% 21.22/21.29 fof(axiom_45,axiom,
% 21.22/21.29 ! [X] :
% 21.22/21.29 ( cC90(X)
% 21.22/21.29 <=> ? [Y] :
% 21.22/21.29 ( rR1(X,Y)
% 21.22/21.29 & cC88(Y) ) ) ).
% 21.22/21.29
% 21.22/21.29 %----Equality cC92
% 21.22/21.29 fof(axiom_46,axiom,
% 21.22/21.30 ! [X] :
% 21.22/21.30 ( cC92(X)
% 21.22/21.30 <=> ( ~ cC82(X)
% 21.22/21.30 & cC90(X) ) ) ).
% 21.22/21.30
% 21.22/21.30 %----Equality cC94
% 21.22/21.30 fof(axiom_47,axiom,
% 21.22/21.30 ! [X] :
% 21.22/21.30 ( cC94(X)
% 21.22/21.30 <=> ? [Y] :
% 21.22/21.30 ( rR1(X,Y)
% 21.22/21.30 & cC92(Y) ) ) ).
% 21.22/21.30
% 21.22/21.30 %----Equality cTEST
% 21.22/21.30 fof(axiom_48,axiom,
% 21.22/21.30 ! [X] :
% 21.22/21.30 ( cTEST(X)
% 21.22/21.30 <=> ( ~ cC94(X)
% 21.22/21.30 & cC76(X) ) ) ).
% 21.22/21.30
% 21.22/21.30 %----iV8467
% 21.22/21.30 fof(axiom_49,axiom,
% 21.22/21.30 ~ cC92(iV8467) ).
% 21.22/21.30
% 21.22/21.30 %----iV8467
% 21.22/21.30 fof(axiom_50,axiom,
% 21.22/21.30 ~ cC72(iV8467) ).
% 21.22/21.30
% 21.22/21.30 %----iV8467
% 21.22/21.30 fof(axiom_51,axiom,
% 21.22/21.30 ~ cC42(iV8467) ).
% 21.22/21.30
% 21.22/21.30 %----iV8467
% 21.22/21.30 fof(axiom_52,axiom,
% 21.22/21.30 cowlThing(iV8467) ).
% 21.22/21.30
% 21.22/21.30 %----iV8467
% 21.22/21.30 fof(axiom_53,axiom,
% 21.22/21.30 ~ cC52(iV8467) ).
% 21.22/21.30
% 21.22/21.30 %----iV8467
% 21.22/21.30 fof(axiom_54,axiom,
% 21.22/21.30 ~ cC26(iV8467) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_55,axiom,
% 21.22/21.30 rR1(iV8467,iV8471) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_56,axiom,
% 21.22/21.30 rR1(iV8467,iV8473) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_57,axiom,
% 21.22/21.30 rR1(iV8467,iV8468) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_58,axiom,
% 21.22/21.30 rR1(iV8467,iV8469) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_59,axiom,
% 21.22/21.30 rR1(iV8467,iV8475) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_60,axiom,
% 21.22/21.30 rR1(iV8467,iV8472) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_61,axiom,
% 21.22/21.30 rR1(iV8467,iV8474) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_62,axiom,
% 21.22/21.30 rR1(iV8467,iV8470) ).
% 21.22/21.30
% 21.22/21.30 %----iV8468
% 21.22/21.30 fof(axiom_63,axiom,
% 21.22/21.30 ~ cC2(iV8468) ).
% 21.22/21.30
% 21.22/21.30 %----iV8468
% 21.22/21.30 fof(axiom_64,axiom,
% 21.22/21.30 cowlThing(iV8468) ).
% 21.22/21.30
% 21.22/21.30 %----iV8469
% 21.22/21.30 fof(axiom_65,axiom,
% 21.22/21.30 ~ cC6(iV8469) ).
% 21.22/21.30
% 21.22/21.30 %----iV8469
% 21.22/21.30 fof(axiom_66,axiom,
% 21.22/21.30 ! [X] :
% 21.22/21.30 ( rR1(iV8469,X)
% 21.22/21.30 => cC2(X) ) ).
% 21.22/21.30
% 21.22/21.30 %----iV8469
% 21.22/21.30 fof(axiom_67,axiom,
% 21.22/21.30 cowlThing(iV8469) ).
% 21.22/21.30
% 21.22/21.30 %----iV8470
% 21.22/21.30 fof(axiom_68,axiom,
% 21.22/21.30 cTOP(iV8470) ).
% 21.22/21.30
% 21.22/21.30 %----iV8470
% 21.22/21.30 fof(axiom_69,axiom,
% 21.22/21.30 cowlThing(iV8470) ).
% 21.22/21.30
% 21.22/21.30 %----iV8471
% 21.22/21.30 fof(axiom_70,axiom,
% 21.22/21.30 ~ cC2(iV8471) ).
% 21.22/21.30
% 21.22/21.30 %----iV8471
% 21.22/21.30 fof(axiom_71,axiom,
% 21.22/21.30 ~ cC78(iV8471) ).
% 21.22/21.30
% 21.22/21.30 %----iV8471
% 21.22/21.30 fof(axiom_72,axiom,
% 21.22/21.30 cowlThing(iV8471) ).
% 21.22/21.30
% 21.22/21.30 %----iV8471
% 21.22/21.30 fof(axiom_73,axiom,
% 21.22/21.30 ! [X] :
% 21.22/21.30 ( rR1(iV8471,X)
% 21.22/21.30 => cC2(X) ) ).
% 21.22/21.30
% 21.22/21.30 %----iV8472
% 21.22/21.30 fof(axiom_74,axiom,
% 21.22/21.30 ~ cC2(iV8472) ).
% 21.22/21.30
% 21.22/21.30 %----iV8472
% 21.22/21.30 fof(axiom_75,axiom,
% 21.22/21.30 cowlThing(iV8472) ).
% 21.22/21.30
% 21.22/21.30 fof(axiom_76,axiom,
% 21.22/21.30 rR1(iV8472,iV8476) ).
% 21.22/21.30
% 21.22/21.30 %----iV8473
% 21.22/21.30 fof(axiom_77,axiom,
% 21.22/21.30 ~ cC2(iV8473) ).
% 21.22/21.30
% 21.22/21.30 %----iV8473
% 21.22/21.30 fof(axiom_78,axiom,
% 21.22/21.30 cowlThing(iV8473) ).
% 21.22/21.30
% 21.22/21.30 %----iV8474
% 21.22/21.30 fof(axiom_79,axiom,
% 21.22/21.30 ! [X] :
% 21.22/21.30 ( rR1(iV8474,X)
% 21.22/21.30 => ~ cC2(X) ) ).
% 21.22/21.30
% 21.22/21.30 %----iV8474
% 21.22/21.30 fof(axiom_80,axiom,
% 21.22/21.30 ~ cC32(iV8474) ).
% 21.22/21.30
% 21.22/21.30 %----iV8474
% 21.22/21.30 fof(axiom_81,axiom,
% 21.22/21.30 cowlThing(iV8474) ).
% 21.22/21.30
% 21.22/21.30 %----iV8475
% 21.22/21.30 fof(axiom_82,axiom,
% 21.22/21.30 ~ cC2(iV8475) ).
% 21.22/21.30
% 21.22/21.30 %----iV8475
% 21.22/21.30 fof(axiom_83,axiom,
% 21.22/21.30 cowlThing(iV8475) ).
% 21.22/21.30
% 21.22/21.30 %----iV8476
% 21.22/21.30 fof(axiom_84,axiom,
% 21.22/21.30 cC2(iV8476) ).
% 21.22/21.30
% 21.22/21.30 %----iV8476
% 21.22/21.30 fof(axiom_85,axiom,
% 21.22/21.30 cowlThing(iV8476) ).
% 21.22/21.30
% 21.22/21.30 %----Thing and Nothing
% 21.22/21.30 %----String and Integer disjoint
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8467
% 21.22/21.30 %----iV8471
% 21.22/21.30 %----iV8471
% 21.22/21.30 %----iV8472
% 21.22/21.30 %----iV8472
% 21.22/21.30 %----iV8472
% 21.22/21.30 fof(the_axiom,conjecture,
% 21.22/21.30 ( ! [X] :
% 21.22/21.30 ( cowlThing(X)
% 21.22/21.30 & ~ cowlNothing(X) )
% 21.22/21.30 & ! [X] :
% 21.22/21.30 ( xsd_string(X)
% 21.22/21.30 <=> ~ xsd_integer(X) )
% 21.22/21.30 & cC10(iV8467)
% 21.22/21.30 & cC48(iV8467)
% 21.22/21.30 & cC4(iV8467)
% 21.22/21.30 & cC82(iV8467)
% 21.22/21.30 & cC14(iV8467)
% 21.22/21.30 & cC8(iV8467)
% 21.22/21.30 & cC20(iV8467)
% 21.22/21.30 & cowlThing(iV8467)
% 21.22/21.30 & cC62(iV8467)
% 21.22/21.30 & cC34(iV8467)
% 21.22/21.30 & cowlThing(iV8471)
% 21.22/21.30 & cC80(iV8471)
% 21.22/21.30 & cC60(iV8472)
% 21.22/21.30 & cowlThing(iV8472)
% 21.22/21.30 & cC58(iV8472) ) ).
% 21.22/21.30
% 21.22/21.30 %------------------------------------------------------------------------------
% 21.22/21.30 %-------------------------------------------
% 21.22/21.30 % Proof found
% 21.22/21.30 % SZS status Theorem for theBenchmark
% 21.22/21.30 % SZS output start Proof
% 21.22/21.30 %ClaNum:173(EqnAxiom:0)
% 21.22/21.30 %VarNum:402(SingletonVarNum:178)
% 21.22/21.30 %MaxLitNum:15
% 21.22/21.30 %MaxfuncDepth:1
% 21.22/21.30 %SharedTerms:53
% 21.22/21.30 %goalClause: 172 173
% 21.22/21.30 [1]P1(a1)
% 21.22/21.30 [2]P2(a38)
% 21.22/21.30 [3]P50(a2,a39)
% 21.22/21.30 [4]P50(a2,a40)
% 21.22/21.30 [5]P50(a2,a36)
% 21.22/21.30 [6]P50(a2,a37)
% 21.22/21.30 [7]P50(a2,a42)
% 21.22/21.30 [8]P50(a2,a41)
% 21.22/21.30 [9]P50(a2,a43)
% 21.22/21.30 [10]P50(a2,a1)
% 21.22/21.30 [11]P50(a41,a38)
% 21.22/21.30 [12]~P2(a39)
% 21.22/21.30 [13]~P2(a40)
% 21.22/21.30 [14]~P2(a36)
% 21.22/21.30 [15]~P2(a42)
% 21.22/21.30 [16]~P2(a41)
% 21.22/21.30 [17]~P8(a2)
% 21.22/21.30 [18]~P12(a43)
% 21.22/21.30 [19]~P15(a2)
% 21.22/21.30 [20]~P21(a2)
% 21.22/21.30 [21]~P26(a37)
% 21.22/21.30 [22]~P30(a2)
% 21.22/21.30 [23]~P37(a39)
% 21.22/21.30 [24]~P40(a2)
% 21.22/21.30 [25]~P51(x251)
% 21.22/21.30 [26]P53(x261)+P52(x261)
% 21.22/21.30 [27]~P3(x271)+P16(x271)
% 21.22/21.30 [28]~P3(x281)+P41(x281)
% 21.22/21.30 [29]~P5(x291)+P4(x291)
% 21.22/21.30 [30]~P13(x301)+P5(x301)
% 21.22/21.30 [31]~P8(x311)+P9(x311)
% 21.22/21.30 [32]~P22(x321)+P13(x321)
% 21.22/21.30 [33]~P15(x331)+P20(x331)
% 21.22/21.30 [34]~P27(x341)+P22(x341)
% 21.22/21.30 [35]~P38(x351)+P27(x351)
% 21.22/21.30 [36]~P31(x361)+P29(x361)
% 21.22/21.30 [37]~P34(x371)+P32(x371)
% 21.22/21.30 [38]~P30(x381)+P35(x381)
% 21.22/21.30 [39]~P48(x391)+P38(x391)
% 21.22/21.30 [40]~P40(x401)+P42(x401)
% 21.22/21.30 [44]~P53(x441)+~P52(x441)
% 21.22/21.30 [45]~P5(x451)+~P6(x451)
% 21.22/21.30 [46]~P8(x461)+~P10(x461)
% 21.22/21.30 [47]~P31(x471)+~P2(x471)
% 21.22/21.30 [48]~P34(x481)+~P2(x481)
% 21.22/21.30 [49]~P43(x491)+~P2(x491)
% 21.22/21.30 [50]~P46(x501)+~P2(x501)
% 21.22/21.30 [51]~P13(x511)+~P14(x511)
% 21.22/21.30 [52]~P15(x521)+~P17(x521)
% 21.22/21.30 [53]~P22(x531)+~P23(x531)
% 21.22/21.30 [54]~P21(x541)+~P24(x541)
% 21.22/21.30 [55]~P21(x551)+~P25(x551)
% 21.22/21.30 [56]~P27(x561)+~P28(x561)
% 21.22/21.30 [57]~P30(x571)+~P33(x571)
% 21.22/21.30 [58]~P38(x581)+~P39(x581)
% 21.22/21.30 [59]~P43(x591)+~P37(x591)
% 21.22/21.30 [60]~P40(x601)+~P45(x601)
% 21.22/21.30 [61]~P46(x611)+~P44(x611)
% 21.22/21.30 [62]~P48(x621)+~P49(x621)
% 21.22/21.30 [107]P2(x1071)+~P50(a39,x1071)
% 21.22/21.30 [108]P2(x1081)+~P50(a37,x1081)
% 21.22/21.30 [109]~P2(x1091)+~P50(a43,x1091)
% 21.22/21.30 [75]~P4(x751)+P3(f3(x751))
% 21.22/21.30 [76]~P7(x761)+P1(f14(x761))
% 21.22/21.30 [77]~P12(x771)+P2(f25(x771))
% 21.22/21.30 [78]~P18(x781)+P2(f4(x781))
% 21.22/21.30 [79]~P25(x791)+P2(f5(x791))
% 21.22/21.30 [80]~P29(x801)+P2(f11(x801))
% 21.22/21.30 [81]~P32(x811)+P2(f15(x811))
% 21.22/21.30 [82]~P9(x821)+P11(f26(x821))
% 21.22/21.30 [83]~P14(x831)+P8(f34(x831))
% 21.22/21.30 [84]~P20(x841)+P19(f6(x841))
% 21.22/21.30 [85]~P23(x851)+P15(f9(x851))
% 21.22/21.30 [86]~P28(x861)+P21(f12(x861))
% 21.22/21.30 [87]~P33(x871)+P31(f16(x871))
% 21.22/21.30 [88]~P36(x881)+P34(f17(x881))
% 21.22/21.30 [89]~P35(x891)+P36(f18(x891))
% 21.22/21.30 [90]~P39(x901)+P30(f19(x901))
% 21.22/21.30 [91]~P45(x911)+P43(f20(x911))
% 21.22/21.30 [92]~P47(x921)+P46(f23(x921))
% 21.22/21.30 [93]~P42(x931)+P47(f27(x931))
% 21.22/21.30 [94]~P49(x941)+P40(f28(x941))
% 21.22/21.30 [96]~P16(x961)+~P2(f7(x961))
% 21.22/21.30 [97]~P41(x971)+~P26(f21(x971))
% 21.22/21.30 [98]~P6(x981)+~P7(f29(x981))
% 21.22/21.30 [99]~P10(x991)+~P2(f32(x991))
% 21.22/21.30 [100]~P11(x1001)+~P2(f33(x1001))
% 21.22/21.30 [101]~P17(x1011)+~P12(f35(x1011))
% 21.22/21.30 [102]~P19(x1021)+~P18(f8(x1021))
% 21.22/21.30 [103]~P24(x1031)+~P2(f10(x1031))
% 21.22/21.30 [104]~P26(x1041)+~P2(f13(x1041))
% 21.22/21.30 [105]~P37(x1051)+~P2(f22(x1051))
% 21.22/21.30 [106]~P44(x1061)+~P2(f24(x1061))
% 21.22/21.30 [110]~P4(x1101)+P50(x1101,f3(x1101))
% 21.22/21.30 [111]~P7(x1111)+P50(x1111,f14(x1111))
% 21.22/21.30 [112]~P6(x1121)+P50(x1121,f29(x1121))
% 21.22/21.30 [113]~P10(x1131)+P50(x1131,f32(x1131))
% 21.22/21.30 [114]~P11(x1141)+P50(x1141,f33(x1141))
% 21.22/21.30 [115]~P9(x1151)+P50(x1151,f26(x1151))
% 21.22/21.30 [116]~P14(x1161)+P50(x1161,f34(x1161))
% 21.22/21.30 [117]~P12(x1171)+P50(x1171,f25(x1171))
% 21.22/21.30 [118]~P17(x1181)+P50(x1181,f35(x1181))
% 21.22/21.30 [119]~P18(x1191)+P50(x1191,f4(x1191))
% 21.22/21.30 [120]~P19(x1201)+P50(x1201,f8(x1201))
% 21.22/21.30 [121]~P16(x1211)+P50(x1211,f7(x1211))
% 21.22/21.30 [122]~P20(x1221)+P50(x1221,f6(x1221))
% 21.22/21.30 [123]~P23(x1231)+P50(x1231,f9(x1231))
% 21.22/21.30 [124]~P24(x1241)+P50(x1241,f10(x1241))
% 21.22/21.30 [125]~P25(x1251)+P50(x1251,f5(x1251))
% 21.22/21.30 [126]~P28(x1261)+P50(x1261,f12(x1261))
% 21.22/21.30 [127]~P29(x1271)+P50(x1271,f11(x1271))
% 21.22/21.30 [128]~P26(x1281)+P50(x1281,f13(x1281))
% 21.22/21.30 [129]~P33(x1291)+P50(x1291,f16(x1291))
% 21.22/21.30 [130]~P32(x1301)+P50(x1301,f15(x1301))
% 21.22/21.30 [131]~P36(x1311)+P50(x1311,f17(x1311))
% 21.22/21.30 [132]~P35(x1321)+P50(x1321,f18(x1321))
% 21.22/21.30 [133]~P39(x1331)+P50(x1331,f19(x1331))
% 21.22/21.30 [134]~P37(x1341)+P50(x1341,f22(x1341))
% 21.22/21.30 [135]~P41(x1351)+P50(x1351,f21(x1351))
% 21.22/21.30 [136]~P45(x1361)+P50(x1361,f20(x1361))
% 21.22/21.30 [137]~P44(x1371)+P50(x1371,f24(x1371))
% 21.22/21.30 [138]~P47(x1381)+P50(x1381,f23(x1381))
% 21.22/21.30 [139]~P42(x1391)+P50(x1391,f27(x1391))
% 21.22/21.30 [140]~P49(x1401)+P50(x1401,f28(x1401))
% 21.22/21.30 [41]P37(x411)+P43(x411)+P2(x411)
% 21.22/21.30 [42]P44(x421)+P46(x421)+P2(x421)
% 21.22/21.30 [43]P25(x431)+P21(x431)+P24(x431)
% 21.22/21.30 [63]P5(x631)+~P4(x631)+P6(x631)
% 21.22/21.30 [64]P8(x641)+~P9(x641)+P10(x641)
% 21.22/21.30 [65]P31(x651)+~P29(x651)+P2(x651)
% 21.22/21.30 [66]P34(x661)+~P32(x661)+P2(x661)
% 21.22/21.30 [67]P13(x671)+~P5(x671)+P14(x671)
% 21.22/21.30 [68]P15(x681)+~P20(x681)+P17(x681)
% 21.22/21.30 [69]P22(x691)+~P13(x691)+P23(x691)
% 21.22/21.30 [70]P27(x701)+~P22(x701)+P28(x701)
% 21.22/21.30 [71]P30(x711)+~P35(x711)+P33(x711)
% 21.22/21.30 [72]P38(x721)+~P27(x721)+P39(x721)
% 21.22/21.30 [73]P40(x731)+~P42(x731)+P45(x731)
% 21.22/21.30 [74]P48(x741)+~P38(x741)+P49(x741)
% 21.22/21.30 [95]~P16(x951)+~P41(x951)+P3(x951)
% 21.22/21.30 [141]~P50(x1411,x1412)+P16(x1411)+P2(x1412)
% 21.22/21.30 [142]~P50(x1421,x1422)+P41(x1421)+P26(x1422)
% 21.22/21.30 [143]~P50(x1432,x1431)+P7(x1431)+P6(x1432)
% 21.22/21.30 [144]~P50(x1441,x1442)+P10(x1441)+P2(x1442)
% 21.22/21.30 [145]~P50(x1452,x1451)+P2(x1451)+P11(x1452)
% 21.22/21.30 [146]~P50(x1462,x1461)+P2(x1461)+P24(x1462)
% 21.22/21.30 [147]~P50(x1472,x1471)+P2(x1471)+P26(x1472)
% 21.22/21.30 [148]~P50(x1482,x1481)+P2(x1481)+P37(x1482)
% 21.22/21.30 [149]~P50(x1492,x1491)+P2(x1491)+P44(x1492)
% 21.22/21.30 [150]~P50(x1502,x1501)+P12(x1501)+P17(x1502)
% 21.22/21.30 [151]~P50(x1512,x1511)+P18(x1511)+P19(x1512)
% 21.22/21.30 [152]~P50(x1521,x1522)+P4(x1521)+~P3(x1522)
% 21.22/21.30 [153]~P50(x1531,x1532)+P7(x1531)+~P1(x1532)
% 21.22/21.30 [154]~P50(x1541,x1542)+P9(x1541)+~P11(x1542)
% 21.22/21.30 [155]~P50(x1551,x1552)+P14(x1551)+~P8(x1552)
% 21.22/21.30 [156]~P50(x1561,x1562)+P12(x1561)+~P2(x1562)
% 21.22/21.30 [157]~P50(x1571,x1572)+P18(x1571)+~P2(x1572)
% 21.22/21.30 [158]~P50(x1581,x1582)+P20(x1581)+~P19(x1582)
% 21.22/21.30 [159]~P50(x1591,x1592)+P23(x1591)+~P15(x1592)
% 21.22/21.30 [160]~P50(x1601,x1602)+P25(x1601)+~P2(x1602)
% 21.22/21.30 [161]~P50(x1611,x1612)+P28(x1611)+~P21(x1612)
% 21.22/21.30 [162]~P50(x1621,x1622)+P29(x1621)+~P2(x1622)
% 21.22/21.30 [163]~P50(x1631,x1632)+P33(x1631)+~P31(x1632)
% 21.22/21.30 [164]~P50(x1641,x1642)+P32(x1641)+~P2(x1642)
% 21.22/21.30 [165]~P50(x1651,x1652)+P36(x1651)+~P34(x1652)
% 21.22/21.30 [166]~P50(x1661,x1662)+P35(x1661)+~P36(x1662)
% 21.22/21.30 [167]~P50(x1671,x1672)+P39(x1671)+~P30(x1672)
% 21.22/21.30 [168]~P50(x1681,x1682)+P45(x1681)+~P43(x1682)
% 21.22/21.30 [169]~P50(x1691,x1692)+P47(x1691)+~P46(x1692)
% 21.22/21.30 [170]~P50(x1701,x1702)+P42(x1701)+~P47(x1702)
% 21.22/21.30 [171]~P50(x1711,x1712)+P49(x1711)+~P40(x1712)
% 21.22/21.30 [172]P51(a30)+P52(a31)+~P53(a31)+~P3(a2)+~P16(a2)+~P41(a2)+~P7(a2)+~P10(a2)+~P17(a2)+~P24(a2)+~P29(a41)+~P31(a41)+~P33(a2)+~P43(a39)+~P45(a2)
% 21.22/21.30 [173]P51(a30)+P53(a31)+~P52(a31)+~P3(a2)+~P16(a2)+~P41(a2)+~P7(a2)+~P10(a2)+~P17(a2)+~P24(a2)+~P29(a41)+~P31(a41)+~P33(a2)+~P43(a39)+~P45(a2)
% 21.22/21.30 %EqnAxiom
% 21.22/21.30
% 21.22/21.30 %-------------------------------------------
% 21.22/21.30 cnf(182,plain,
% 21.22/21.30 (P17(a2)),
% 21.22/21.30 inference(scs_inference,[],[2,9,18,50,49,48,47,156,150])).
% 21.22/21.30 cnf(190,plain,
% 21.22/21.30 (P24(a2)),
% 21.22/21.30 inference(scs_inference,[],[2,3,9,12,18,21,23,50,49,48,47,156,150,149,148,147,146])).
% 21.22/21.30 cnf(214,plain,
% 21.22/21.30 (P32(a41)),
% 21.22/21.30 inference(scs_inference,[],[2,3,9,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164])).
% 21.22/21.30 cnf(216,plain,
% 21.22/21.30 (P29(a41)),
% 21.22/21.30 inference(scs_inference,[],[2,3,9,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162])).
% 21.22/21.30 cnf(218,plain,
% 21.22/21.30 (P25(a41)),
% 21.22/21.30 inference(scs_inference,[],[2,3,9,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160])).
% 21.22/21.30 cnf(220,plain,
% 21.22/21.30 (P18(a41)),
% 21.22/21.30 inference(scs_inference,[],[2,3,9,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157])).
% 21.22/21.30 cnf(224,plain,
% 21.22/21.30 (P7(a2)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,9,10,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153])).
% 21.22/21.30 cnf(226,plain,
% 21.22/21.30 (P10(a2)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,9,10,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153,144])).
% 21.22/21.30 cnf(228,plain,
% 21.22/21.30 (P41(a2)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,6,9,10,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153,144,142])).
% 21.22/21.30 cnf(230,plain,
% 21.22/21.30 (P16(a2)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,6,9,10,11,12,13,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153,144,142,141])).
% 21.22/21.30 cnf(232,plain,
% 21.22/21.30 (P34(a41)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,6,9,10,11,12,13,16,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153,144,142,141,66])).
% 21.22/21.30 cnf(234,plain,
% 21.22/21.30 (P31(a41)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,6,9,10,11,12,13,16,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153,144,142,141,66,65])).
% 21.22/21.30 cnf(236,plain,
% 21.22/21.30 (P43(a39)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,6,9,10,11,12,13,16,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153,144,142,141,66,65,41])).
% 21.22/21.30 cnf(248,plain,
% 21.22/21.30 (P45(a2)),
% 21.22/21.30 inference(scs_inference,[],[1,2,3,6,9,10,11,12,13,16,18,21,23,50,49,48,47,156,150,149,148,147,146,145,108,107,137,124,118,114,106,103,101,100,164,162,160,157,154,153,144,142,141,66,65,41,61,55,171,170,169,168])).
% 21.22/21.30 cnf(262,plain,
% 21.22/21.30 (P52(a31)+~P53(a31)+~P3(a2)+~P33(a2)),
% 21.22/21.30 inference(scs_inference,[],[230,228,224,226,182,190,216,234,236,248,25,172])).
% 21.22/21.31 cnf(263,plain,
% 21.22/21.31 (P53(a31)+~P52(a31)+~P3(a2)+~P33(a2)),
% 21.22/21.31 inference(scs_inference,[],[230,228,224,226,182,190,216,234,236,248,25,173])).
% 21.22/21.31 cnf(300,plain,
% 21.22/21.31 (P3(a2)),
% 21.22/21.31 inference(scs_inference,[],[214,216,218,220,224,226,228,230,248,136,135,130,127,125,121,119,113,111,99,97,96,91,81,80,79,78,76,95])).
% 21.22/21.31 cnf(312,plain,
% 21.22/21.31 (P33(a2)),
% 21.22/21.31 inference(scs_inference,[],[8,14,21,23,2,214,216,218,220,224,226,228,230,232,234,248,136,135,130,127,125,121,119,113,111,99,97,96,91,81,80,79,78,76,95,109,148,147,49,165,163])).
% 21.22/21.31 cnf(398,plain,
% 21.22/21.31 (~P53(a31)+P52(a31)),
% 21.22/21.31 inference(scs_inference,[],[312,300,262])).
% 21.22/21.31 cnf(399,plain,
% 21.22/21.31 (~P52(a31)+P53(a31)),
% 21.22/21.31 inference(scs_inference,[],[312,300,263])).
% 21.22/21.31 cnf(4118,plain,
% 21.22/21.31 (~P53(a31)),
% 21.22/21.31 inference(scs_inference,[],[398,44])).
% 21.22/21.31 cnf(4119,plain,
% 21.22/21.31 (~P52(a31)),
% 21.22/21.31 inference(scs_inference,[],[4118,399])).
% 21.22/21.31 cnf(4120,plain,
% 21.22/21.31 (P52(a31)),
% 21.22/21.31 inference(scs_inference,[],[4118,26])).
% 21.22/21.31 cnf(4124,plain,
% 21.22/21.31 ($false),
% 21.22/21.31 inference(scs_inference,[],[4119,4120]),
% 21.22/21.31 ['proof']).
% 21.22/21.31 % SZS output end Proof
% 21.22/21.31 % Total time :20.620000s
%------------------------------------------------------------------------------