%------------------------------------------------------------------------------
% File : CSE---1.7
% Problem : KRS267+1 : TPTP v8.2.0. Bugfixed v5.4.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %d %s
% Computer : n016.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 : Mon Jun 24 10:09:03 EDT 2024
% Result : Theorem 0.51s 1.05s
% Output : CNFRefutation 0.51s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.05/0.11 % Problem : KRS267+1 : TPTP v8.2.0. Bugfixed v5.4.0.
% 0.05/0.11 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %d %s
% 0.11/0.32 % Computer : n016.cluster.edu
% 0.11/0.32 % Model : x86_64 x86_64
% 0.11/0.32 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.11/0.32 % Memory : 8042.1875MB
% 0.11/0.32 % OS : Linux 3.10.0-693.el7.x86_64
% 0.11/0.32 % CPULimit : 300
% 0.11/0.32 % WCLimit : 300
% 0.11/0.32 % DateTime : Wed Jun 19 12:32:24 EDT 2024
% 0.11/0.32 % CPUTime :
% 0.49/0.56 start to proof:theBenchmark
% 0.51/1.05 %-------------------------------------------
% 0.51/1.05 % File :CSE---1.7
% 0.51/1.05 % Problem :theBenchmark
% 0.51/1.05 % Transform :cnf
% 0.51/1.05 % Format :tptp:raw
% 0.51/1.05 % Command :java -jar mcs_scs.jar %d %s
% 0.51/1.05
% 0.51/1.05 % Result :Theorem 0.440000s
% 0.51/1.05 % Output :CNFRefutation 0.440000s
% 0.51/1.05 %-------------------------------------------
% 0.51/1.05 %------------------------------------------------------------------------------
% 0.51/1.05 % File : KRS267+1 : TPTP v8.2.0. Bugfixed v5.4.0.
% 0.51/1.05 % Domain : Knowledge Representation
% 0.51/1.05 % Problem : TCA mighta THM
% 0.51/1.05 % Version : [Sut08] axioms.
% 0.51/1.05 % English :
% 0.51/1.05
% 0.51/1.05 % Refs : [Sut08] Sutcliffe (2008), The SZS Ontologies for Automated Rea
% 0.51/1.05 % Source : [TPTP]
% 0.51/1.05 % Names :
% 0.51/1.05
% 0.51/1.05 % Status : Theorem
% 0.51/1.05 % Rating : 0.25 v8.2.0, 0.20 v8.1.0, 0.21 v7.5.0, 0.24 v7.4.0, 0.19 v7.3.0, 0.29 v7.2.0, 0.17 v7.1.0, 0.25 v7.0.0, 0.07 v6.4.0, 0.14 v6.3.0, 0.23 v6.2.0, 0.36 v6.1.0, 0.28 v6.0.0, 0.50 v5.5.0, 0.42 v5.4.0
% 0.51/1.05 % Syntax : Number of formulae : 33 ( 3 unt; 0 def)
% 0.51/1.05 % Number of atoms : 107 ( 0 equ)
% 0.51/1.05 % Maximal formula atoms : 7 ( 3 avg)
% 0.51/1.05 % Number of connectives : 96 ( 22 ~; 1 |; 35 &)
% 0.51/1.05 % ( 28 <=>; 8 =>; 0 <=; 2 <~>)
% 0.51/1.05 % Maximal formula depth : 10 ( 6 avg)
% 0.51/1.05 % Maximal term depth : 2 ( 1 avg)
% 0.51/1.05 % Number of predicates : 7 ( 7 usr; 0 prp; 2-3 aty)
% 0.51/1.05 % Number of functors : 20 ( 20 usr; 19 con; 0-1 aty)
% 0.51/1.05 % Number of variables : 122 ( 72 !; 50 ?)
% 0.51/1.05 % SPC : FOF_THM_RFO_NEQ
% 0.51/1.05
% 0.51/1.05 % Comments :
% 0.51/1.05 % Bugfixes : v5.4.0 - Added missing axiom in KRS001+1.ax
% 0.51/1.05 %------------------------------------------------------------------------------
% 0.51/1.05 %----Include SZS success ontology nodes
% 0.51/1.05 include('Axioms/KRS001+0.ax').
% 0.51/1.05 %----Include SZS success ontology node relationships
% 0.51/1.05 include('Axioms/KRS001+1.ax').
% 0.51/1.05 %------------------------------------------------------------------------------
% 0.51/1.05 fof(mighta_tca_thm,conjecture,
% 0.51/1.05 mighta(tca,thm) ).
% 0.51/1.05
% 0.51/1.05 %------------------------------------------------------------------------------
% 0.51/1.05 %-------------------------------------------
% 0.51/1.05 % Proof found
% 0.51/1.05 % SZS status Theorem for theBenchmark
% 0.51/1.05 % SZS output start Proof
% 0.51/1.05 %ClaNum:109(EqnAxiom:0)
% 0.51/1.05 %VarNum:590(SingletonVarNum:249)
% 0.51/1.05 %MaxLitNum:6
% 0.51/1.05 %MaxfuncDepth:1
% 0.51/1.05 %SharedTerms:52
% 0.51/1.05 %goalClause: 13
% 0.51/1.05 %singleGoalClaCount:1
% 0.51/1.05 [1]P1(a1,a2)
% 0.51/1.05 [2]P1(a55,a56)
% 0.51/1.05 [3]P1(a55,a59)
% 0.51/1.05 [4]P1(a61,a62)
% 0.51/1.05 [5]P1(a66,a65)
% 0.51/1.05 [6]P1(a67,a69)
% 0.51/1.05 [7]P1(a70,a71)
% 0.51/1.05 [9]~P1(a57,a2)
% 0.51/1.05 [10]~P1(a66,a62)
% 0.51/1.05 [11]~P1(a68,a65)
% 0.51/1.05 [12]~P1(a67,a71)
% 0.51/1.05 [13]~P2(a73,a85)
% 0.51/1.05 [8]P1(x81,a3)
% 0.51/1.05 [14]~P1(x141,a58)
% 0.51/1.05 [18]~P1(a63,a56)+~P1(a64,a59)
% 0.51/1.05 [15]~P1(x151,a62)+P1(x151,a65)
% 0.51/1.05 [17]P1(x171,x172)+P1(x171,f74(x172))
% 0.51/1.05 [20]~P1(x201,x202)+~P1(x201,f74(x202))
% 0.51/1.05 [21]P4(x211,x212,a5)+P1(f4(x211),x211)
% 0.51/1.05 [24]P4(x241,x242,a86)+P1(f6(x241,x242),x242)
% 0.51/1.05 [25]P4(x251,x252,a80)+P1(f31(x251,x252),x251)
% 0.51/1.05 [26]P4(x261,x262,a85)+P1(f7(x261,x262),x261)
% 0.51/1.05 [42]P4(x421,x422,a85)+~P1(f7(x421,x422),x422)
% 0.51/1.05 [50]P3(x501,x502)+P4(f41(x501,x502),f47(x501,x502),x501)
% 0.51/1.05 [51]P5(x511,x512)+P4(f48(x511,x512),f51(x511,x512),x512)
% 0.51/1.05 [52]P5(x521,x522)+P4(f48(x521,x522),f51(x521,x522),x521)
% 0.51/1.05 [53]~P4(x531,x532,a82)+P1(f76(x531,x532),x532)
% 0.51/1.05 [54]~P4(x541,x542,a82)+P1(f76(x541,x542),x541)
% 0.51/1.05 [55]~P4(x551,x552,a10)+P1(f11(x551,x552),x551)
% 0.51/1.05 [56]~P4(x561,x562,a81)+P1(f13(x561,x562),x561)
% 0.51/1.05 [57]~P4(x571,x572,a90)+P1(f15(x571,x572),x571)
% 0.51/1.05 [58]~P4(x581,x582,a90)+P1(f17(x581,x582),x582)
% 0.51/1.05 [59]~P4(x591,x592,a75)+P1(f18(x591,x592),x591)
% 0.51/1.05 [60]~P4(x601,x602,a87)+P1(f20(x601,x602),x601)
% 0.51/1.06 [61]~P4(x611,x612,a91)+P1(f25(x611,x612),x611)
% 0.51/1.06 [62]~P4(x621,x622,a91)+P1(f28(x621,x622),x622)
% 0.51/1.06 [63]~P4(x631,x632,a83)+P1(f33(x631,x632),x632)
% 0.51/1.06 [64]~P4(x641,x642,a89)+P1(f34(x641,x642),x642)
% 0.51/1.06 [65]~P4(x651,x652,a9)+P1(f38(x651,x652),x651)
% 0.51/1.06 [66]~P4(x661,x662,a79)+P1(f42(x661,x662),x662)
% 0.51/1.06 [67]~P4(x671,x672,a79)+P1(f42(x671,x672),x671)
% 0.51/1.06 [68]~P4(x681,x682,a79)+P1(f44(x681,x682),x681)
% 0.51/1.06 [69]~P2(x691,x692)+P4(f45(x691,x692),f46(x691,x692),x692)
% 0.51/1.06 [70]~P2(x701,x702)+P4(f45(x701,x702),f46(x701,x702),x701)
% 0.51/1.06 [71]~P6(x711,x712)+P4(f49(x711,x712),f50(x711,x712),x711)
% 0.51/1.06 [72]~P4(x721,x722,a9)+P1(f38(x721,x722),f74(x722))
% 0.51/1.06 [73]~P4(x731,x732,a79)+P1(f44(x731,x732),f74(x732))
% 0.51/1.06 [82]~P4(x821,x822,a90)+~P1(f17(x821,x822),x821)
% 0.51/1.06 [83]~P4(x831,x832,a75)+~P1(f21(x831,x832),x831)
% 0.51/1.06 [84]~P4(x841,x842,a87)+~P1(f26(x841,x842),x841)
% 0.51/1.06 [85]~P4(x851,x852,a91)+~P1(f28(x851,x852),x851)
% 0.51/1.06 [86]~P4(x861,x862,a91)+~P1(f30(x861,x862),x862)
% 0.51/1.06 [87]~P4(x871,x872,a89)+~P1(f39(x871,x872),x872)
% 0.51/1.06 [99]P3(x991,x992)+~P4(f41(x991,x992),f47(x991,x992),x992)
% 0.51/1.06 [102]~P6(x1021,x1022)+~P4(f49(x1021,x1022),f50(x1021,x1022),x1022)
% 0.51/1.06 [22]~P1(x223,x222)+P4(x221,x222,a80)
% 0.51/1.06 [23]~P1(x233,x231)+P4(x231,x232,a86)
% 0.51/1.06 [27]P1(x271,x272)+~P4(x273,x272,a81)
% 0.51/1.06 [28]P1(x281,x282)+~P4(x283,x282,a84)
% 0.51/1.06 [29]P1(x291,x292)+~P4(x293,x292,a87)
% 0.51/1.06 [30]P1(x301,x302)+~P4(x303,x302,a73)
% 0.51/1.06 [31]P1(x311,x312)+~P4(x312,x313,a84)
% 0.51/1.06 [32]P1(x321,x322)+~P4(x322,x323,a88)
% 0.51/1.06 [36]~P1(x361,x362)+~P4(x362,x363,a5)
% 0.51/1.06 [37]~P1(x371,x372)+~P4(x372,x373,a83)
% 0.51/1.06 [38]~P1(x381,x382)+~P4(x382,x383,a73)
% 0.51/1.06 [39]~P1(x391,x392)+~P4(x392,x393,a89)
% 0.51/1.06 [35]~P4(x353,x352,a88)+P1(x351,f74(x352))
% 0.51/1.06 [76]P4(x761,x762,a8)+P1(f60(x761,x762),x761)+P1(f72(x761,x762),x762)
% 0.51/1.06 [93]P4(x931,x932,a73)+P1(f36(x931,x932),x931)+~P1(f37(x931,x932),x932)
% 0.51/1.06 [98]P4(x981,x982,a84)+~P1(f23(x981,x982),x981)+~P1(f24(x981,x982),x982)
% 0.51/1.06 [101]P4(x1011,x1012,a88)+~P1(f40(x1011,x1012),x1011)+~P1(f43(x1011,x1012),f74(x1012))
% 0.51/1.06 [108]P7(x1081,x1082)+P4(f53(x1081,x1082),f54(x1081,x1082),x1082)+~P4(f53(x1081,x1082),f54(x1081,x1082),x1081)
% 0.51/1.06 [109]P7(x1091,x1092)+P4(f53(x1091,x1092),f54(x1091,x1092),x1091)+~P4(f53(x1091,x1092),f54(x1091,x1092),x1092)
% 0.51/1.06 [34]~P1(x343,x341)+~P1(x343,x342)+P4(x341,x342,a82)
% 0.51/1.06 [43]P1(x431,x432)+~P1(x431,x433)+~P4(x433,x432,a85)
% 0.51/1.06 [44]P1(x441,x442)+~P1(x441,x443)+~P4(x442,x443,a10)
% 0.51/1.06 [45]P1(x451,x452)+~P1(x451,x453)+~P4(x452,x453,a75)
% 0.51/1.06 [46]P1(x461,x462)+~P1(x461,x463)+~P4(x463,x462,a10)
% 0.51/1.06 [47]P1(x471,x472)+~P1(x471,x473)+~P4(x473,x472,a90)
% 0.51/1.06 [48]P1(x481,x482)+~P1(x481,x483)+~P4(x483,x482,a75)
% 0.51/1.06 [49]P1(x491,x492)+~P1(x491,x493)+~P4(x493,x492,a91)
% 0.51/1.06 [40]~P1(x403,x401)+P4(x401,x402,a9)+~P1(x403,f74(x402))
% 0.51/1.06 [41]~P1(x413,x412)+P4(x411,x412,a83)+P1(f32(x411,x412),x411)
% 0.51/1.06 [77]~P1(x773,x771)+P4(x771,x772,a81)+~P1(f14(x771,x772),x772)
% 0.51/1.06 [78]~P1(x783,x782)+~P4(x781,x782,a86)+P1(f29(x781,x782),x781)
% 0.51/1.06 [79]~P1(x793,x791)+~P4(x791,x792,a80)+P1(f52(x791,x792),x792)
% 0.51/1.06 [80]~P1(x803,x801)+~P4(x801,x802,a8)+P1(f77(x801,x802),x802)
% 0.51/1.06 [81]~P1(x813,x812)+~P4(x811,x812,a8)+P1(f78(x811,x812),x811)
% 0.51/1.06 [33]~P1(x333,x332)+~P1(x334,x331)+P4(x331,x332,a8)
% 0.51/1.06 [75]~P7(x754,x753)+P4(x751,x752,x753)+P4(x751,x752,x754)
% 0.51/1.06 [91]~P4(x913,x914,x911)+P6(x911,x912)+P4(x913,x914,x912)
% 0.51/1.06 [94]~P4(x941,x942,x944)+P4(x941,x942,x943)+~P3(x944,x943)
% 0.51/1.06 [100]~P4(x1003,x1004,x1001)+P2(x1001,x1002)+~P4(x1003,x1004,x1002)
% 0.51/1.06 [104]~P4(x1043,x1044,x1041)+~P5(x1041,x1042)+~P4(x1043,x1044,x1042)
% 0.51/1.06 [105]~P4(x1053,x1054,x1051)+~P7(x1051,x1052)+~P4(x1053,x1054,x1052)
% 0.51/1.06 [92]~P1(x923,x921)+P4(x921,x922,a10)+P1(f12(x921,x922),x922)+P1(f12(x921,x922),x921)
% 0.51/1.06 [106]~P1(x1063,x1061)+P4(x1061,x1062,a10)+~P1(f12(x1061,x1062),x1062)+~P1(f12(x1061,x1062),x1061)
% 0.51/1.06 [74]P1(x741,x742)+~P1(x744,x742)+P4(x743,x742,a89)+P1(f35(x743,x742),x743)
% 0.51/1.06 [90]P1(x901,x902)+~P1(x904,x902)+P4(x902,x903,a87)+~P1(f22(x902,x903),x903)
% 0.51/1.06 [88]~P1(x881,x883)+P1(x881,x882)+~P1(x884,x882)+P4(x882,x883,a90)+P1(f16(x882,x883),x882)
% 0.51/1.06 [89]~P1(x894,x891)+~P1(x893,x891)+~P1(x894,x892)+P4(x891,x892,a79)+~P1(x893,f74(x892))
% 0.51/1.06 [96]P1(x961,x962)+~P1(x964,x962)+P4(x962,x963,a75)+P1(f19(x962,x963),x963)+P1(f19(x962,x963),x962)
% 0.51/1.06 [97]~P1(x971,x973)+P1(x971,x972)+~P1(x974,x972)+P4(x972,x973,a90)+~P1(f16(x972,x973),x973)
% 0.51/1.06 [107]P1(x1071,x1072)+~P1(x1074,x1072)+P4(x1072,x1073,a75)+~P1(f19(x1072,x1073),x1073)+~P1(f19(x1072,x1073),x1072)
% 0.51/1.06 [95]~P1(x953,x952)+P1(x951,x952)+P1(x953,x954)+~P1(x955,x954)+P4(x954,x952,a91)+P1(f27(x954,x952),x954)
% 0.51/1.06 [103]~P1(x1033,x1032)+P1(x1031,x1032)+P1(x1033,x1034)+~P1(x1035,x1034)+P4(x1034,x1032,a91)+~P1(f27(x1034,x1032),x1032)
% 0.51/1.06 %EqnAxiom
% 0.51/1.06
% 0.51/1.06 %-------------------------------------------
% 0.51/1.07 cnf(110,plain,
% 0.51/1.07 (P4(a58,x1101,a5)),
% 0.51/1.07 inference(scs_inference,[],[14,21])).
% 0.51/1.07 cnf(111,plain,
% 0.51/1.07 (~P1(x1111,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(114,plain,
% 0.51/1.07 (~P1(x1141,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(117,plain,
% 0.51/1.07 (~P1(x1171,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(119,plain,
% 0.51/1.07 (P4(a58,x1191,a85)),
% 0.51/1.07 inference(scs_inference,[],[14,111,114,117,21,24,25,26])).
% 0.51/1.07 cnf(120,plain,
% 0.51/1.07 (~P1(x1201,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(123,plain,
% 0.51/1.07 (P1(x1231,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(128,plain,
% 0.51/1.07 (~P1(x1281,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(131,plain,
% 0.51/1.07 (~P1(x1311,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(134,plain,
% 0.51/1.07 (~P1(x1341,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(137,plain,
% 0.51/1.07 (~P1(x1371,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(140,plain,
% 0.51/1.07 (~P1(x1401,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(142,plain,
% 0.51/1.07 (~P4(x1421,a58,a90)),
% 0.51/1.07 inference(scs_inference,[],[8,14,111,114,117,120,128,131,134,137,140,11,21,24,25,26,42,15,53,54,55,56,57,58])).
% 0.51/1.07 cnf(143,plain,
% 0.51/1.07 (~P1(x1431,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(146,plain,
% 0.51/1.07 (~P1(x1461,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(149,plain,
% 0.51/1.07 (~P1(x1491,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(152,plain,
% 0.51/1.07 (~P1(x1521,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(155,plain,
% 0.51/1.07 (~P1(x1551,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(158,plain,
% 0.51/1.07 (~P1(x1581,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(161,plain,
% 0.51/1.07 (~P1(x1611,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(164,plain,
% 0.51/1.07 (~P1(x1641,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(167,plain,
% 0.51/1.07 (~P1(x1671,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(170,plain,
% 0.51/1.07 (~P1(x1701,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(173,plain,
% 0.51/1.07 (P1(x1731,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(176,plain,
% 0.51/1.07 (P1(x1761,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(179,plain,
% 0.51/1.07 (P1(x1791,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(182,plain,
% 0.51/1.07 (P1(x1821,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(185,plain,
% 0.51/1.07 (P1(x1851,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(188,plain,
% 0.51/1.07 (P1(x1881,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(196,plain,
% 0.51/1.07 (P4(a58,a3,a73)),
% 0.51/1.07 inference(scs_inference,[],[8,123,173,176,179,182,185,188,14,111,114,117,120,128,131,134,137,140,143,146,149,152,155,158,161,164,167,170,11,21,24,25,26,42,15,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,82,83,84,85,86,87,100,75,91,93])).
% 0.51/1.07 cnf(197,plain,
% 0.51/1.07 (~P1(x1971,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(198,plain,
% 0.51/1.07 (P1(x1981,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(200,plain,
% 0.51/1.07 (~P4(a3,a58,a8)),
% 0.51/1.07 inference(scs_inference,[],[8,123,173,176,179,182,185,188,198,14,111,114,117,120,128,131,134,137,140,143,146,149,152,155,158,161,164,167,170,197,11,21,24,25,26,42,15,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,82,83,84,85,86,87,100,75,91,93,80])).
% 0.51/1.07 cnf(201,plain,
% 0.51/1.07 (~P1(x2011,a58)),
% 0.51/1.07 inference(rename_variables,[],[14])).
% 0.51/1.07 cnf(211,plain,
% 0.51/1.07 (P1(x2111,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(212,plain,
% 0.51/1.07 (P1(x2121,a3)),
% 0.51/1.07 inference(rename_variables,[],[8])).
% 0.51/1.07 cnf(214,plain,
% 0.51/1.07 (P4(a3,a3,a84)),
% 0.51/1.07 inference(scs_inference,[],[8,123,173,176,179,182,185,188,198,212,211,14,111,114,117,120,128,131,134,137,140,143,146,149,152,155,158,161,164,167,170,197,201,11,21,24,25,26,42,15,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,82,83,84,85,86,87,100,75,91,93,80,81,104,105,106,98])).
% 0.51/1.07 cnf(322,plain,
% 0.51/1.07 (~P5(a84,a84)),
% 0.51/1.07 inference(scs_inference,[],[214,200,142,75,104])).
% 0.51/1.07 cnf(643,plain,
% 0.51/1.07 (P4(f48(a5,a5),f51(a5,a5),a5)),
% 0.51/1.07 inference(scs_inference,[],[110,51,104])).
% 0.51/1.07 cnf(644,plain,
% 0.51/1.07 (~P1(x6441,f48(a5,a5))),
% 0.51/1.07 inference(scs_inference,[],[643,36])).
% 0.51/1.07 cnf(655,plain,
% 0.51/1.07 (P1(x6551,f48(a84,a84))),
% 0.51/1.07 inference(scs_inference,[],[322,52,31])).
% 0.51/1.07 cnf(657,plain,
% 0.51/1.07 (~P1(x6571,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(660,plain,
% 0.51/1.07 (P1(x6601,f48(a84,a84))),
% 0.51/1.07 inference(rename_variables,[],[655])).
% 0.51/1.07 cnf(663,plain,
% 0.51/1.07 (~P1(x6631,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(666,plain,
% 0.51/1.07 (~P1(x6661,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(669,plain,
% 0.51/1.07 (~P1(x6691,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(672,plain,
% 0.51/1.07 (~P1(x6721,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(675,plain,
% 0.51/1.07 (~P1(x6751,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(678,plain,
% 0.51/1.07 (~P1(x6781,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(681,plain,
% 0.51/1.07 (~P1(x6811,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(684,plain,
% 0.51/1.07 (~P1(x6841,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(687,plain,
% 0.51/1.07 (~P1(x6871,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(690,plain,
% 0.51/1.07 (~P1(x6901,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(693,plain,
% 0.51/1.07 (~P1(x6931,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(696,plain,
% 0.51/1.07 (P1(x6961,f48(a84,a84))),
% 0.51/1.07 inference(rename_variables,[],[655])).
% 0.51/1.07 cnf(699,plain,
% 0.51/1.07 (~P1(x6991,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(702,plain,
% 0.51/1.07 (~P1(x7021,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(705,plain,
% 0.51/1.07 (P1(x7051,f48(a84,a84))),
% 0.51/1.07 inference(rename_variables,[],[655])).
% 0.51/1.07 cnf(708,plain,
% 0.51/1.07 (~P1(x7081,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(711,plain,
% 0.51/1.07 (~P1(x7111,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(714,plain,
% 0.51/1.07 (~P1(x7141,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(717,plain,
% 0.51/1.07 (P1(x7171,f48(a84,a84))),
% 0.51/1.07 inference(rename_variables,[],[655])).
% 0.51/1.07 cnf(720,plain,
% 0.51/1.07 (~P1(x7201,f48(a5,a5))),
% 0.51/1.07 inference(rename_variables,[],[644])).
% 0.51/1.07 cnf(723,plain,
% 0.51/1.07 (P1(x7231,f48(a84,a84))),
% 0.51/1.07 inference(rename_variables,[],[655])).
% 0.51/1.07 cnf(726,plain,
% 0.51/1.07 (P1(x7261,f48(a84,a84))),
% 0.51/1.07 inference(rename_variables,[],[655])).
% 0.51/1.07 cnf(731,plain,
% 0.51/1.07 (P4(a58,f48(a5,a5),a8)),
% 0.51/1.07 inference(scs_inference,[],[14,644,657,663,666,669,672,675,678,681,684,687,690,693,699,702,708,711,714,720,655,660,696,705,717,723,726,24,87,64,55,63,60,57,61,25,65,26,59,66,86,56,53,83,58,62,21,84,54,82,85,42,76])).
% 0.51/1.07 cnf(786,plain,
% 0.51/1.07 (P4(f45(a5,a5),f46(a5,a5),a5)),
% 0.51/1.07 inference(scs_inference,[],[110,69,100])).
% 0.51/1.07 cnf(797,plain,
% 0.51/1.07 ($false),
% 0.51/1.07 inference(scs_inference,[],[13,196,119,786,731,14,644,36,24,76,104,100]),
% 0.51/1.07 ['proof']).
% 0.51/1.07 % SZS output end Proof
% 0.51/1.07 % Total time :0.440000s
%------------------------------------------------------------------------------