%------------------------------------------------------------------------------
% File : CSE---1.7
% Problem : GEO255+3 : TPTP v8.2.0. Released v4.0.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s
% Computer : n001.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 06:04:58 EDT 2024
% Result : Theorem 200.96s 200.93s
% Output : CNFRefutation 201.07s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.06/0.12 % Problem : GEO255+3 : TPTP v8.2.0. Released v4.0.0.
% 0.06/0.12 % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s
% 0.12/0.33 % Computer : n001.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 : Fri Jun 21 10:00:38 EDT 2024
% 0.12/0.33 % CPUTime :
% 0.52/0.56 start to proof:theBenchmark
% 200.89/200.90 %-------------------------------------------
% 200.89/200.90 % File :CSE---1.7
% 200.89/200.90 % Problem :theBenchmark
% 200.89/200.90 % Transform :cnf
% 200.89/200.90 % Format :tptp:raw
% 200.89/200.90 % Command :java -jar mcs_scs.jar %d %s
% 200.89/200.90
% 200.89/200.90 % Result :Theorem 200.300000s
% 200.89/200.90 % Output :CNFRefutation 200.300000s
% 200.89/200.90 %-------------------------------------------
% 200.96/200.93 %------------------------------------------------------------------------------
% 200.96/200.93 % File : GEO255+3 : TPTP v8.2.0. Released v4.0.0.
% 200.96/200.93 % Domain : Geometry (Constructive)
% 200.96/200.93 % Problem : Property of order and betweeness
% 200.96/200.93 % Version : [vPl98] axioms.
% 200.96/200.93 % English :
% 200.96/200.93
% 200.96/200.93 % Refs : [vPl98] von Plato (1998), A Constructive Theory of Ordered Aff
% 200.96/200.93 % : [ROK06] Raths et al. (2006), The ILTP Problem Library for Intu
% 200.96/200.93 % : [Rat07] Raths (2007), Email to Geoff Sutcliffe
% 200.96/200.93 % Source : [Rat07]
% 200.96/200.93 % Names : Theorem 6.2.i [vPl98]
% 200.96/200.93
% 200.96/200.93 % Status : Theorem
% 200.96/200.93 % Rating : 0.00 v8.1.0, 0.07 v7.5.0, 0.10 v7.4.0, 0.00 v6.3.0, 0.08 v6.2.0, 0.00 v6.1.0, 0.12 v6.0.0, 0.00 v5.5.0, 0.21 v5.4.0, 0.22 v5.3.0, 0.30 v5.2.0, 0.29 v5.0.0, 0.20 v4.1.0, 0.22 v4.0.1, 0.37 v4.0.0
% 200.96/200.93 % Syntax : Number of formulae : 37 ( 6 unt; 0 def)
% 200.96/200.93 % Number of atoms : 111 ( 0 equ)
% 200.96/200.93 % Maximal formula atoms : 10 ( 3 avg)
% 200.96/200.93 % Number of connectives : 87 ( 13 ~; 22 |; 25 &)
% 200.96/200.93 % ( 10 <=>; 17 =>; 0 <=; 0 <~>)
% 200.96/200.93 % Maximal formula depth : 13 ( 5 avg)
% 200.96/200.93 % Maximal term depth : 3 ( 1 avg)
% 200.96/200.93 % Number of predicates : 18 ( 18 usr; 0 prp; 1-4 aty)
% 200.96/200.93 % Number of functors : 4 ( 4 usr; 0 con; 1-2 aty)
% 200.96/200.93 % Number of variables : 84 ( 84 !; 0 ?)
% 200.96/200.93 % SPC : FOF_THM_RFO_NEQ
% 200.96/200.93
% 200.96/200.93 % Comments :
% 200.96/200.93 %------------------------------------------------------------------------------
% 200.96/200.93 include('Axioms/GEO009+0.ax').
% 200.96/200.93 %------------------------------------------------------------------------------
% 200.96/200.93 fof(con,conjecture,
% 200.96/200.93 ! [L,A,B] :
% 200.96/200.93 ~ ( before_on_line(L,A,B)
% 200.96/200.93 & before_on_line(L,B,A) ) ).
% 200.96/200.93
% 200.96/200.93 %------------------------------------------------------------------------------
% 200.96/200.93 %-------------------------------------------
% 200.96/200.93 % Proof found
% 200.96/200.93 % SZS status Theorem for theBenchmark
% 200.96/200.93 % SZS output start Proof
% 200.96/200.96 %ClaNum:68(EqnAxiom:0)
% 200.96/200.96 %VarNum:311(SingletonVarNum:129)
% 200.96/200.96 %MaxLitNum:10
% 200.96/200.96 %MaxfuncDepth:2
% 200.96/200.96 %SharedTerms:5
% 200.96/200.96 %goalClause: 3 4
% 200.96/200.96 %singleGoalClaCount:2
% 200.96/200.96 [3]P2(a2,a3,a4)
% 200.96/200.96 [4]P2(a2,a4,a3)
% 200.96/200.96 [1]P1(x11,x11)
% 200.96/200.96 [7]~P4(x71,x71)
% 200.96/200.96 [8]~P5(x81,x81)
% 200.96/200.96 [11]~P5(x111,f7(x111))
% 200.96/200.96 [5]~P9(x51,x52)
% 200.96/200.96 [6]~P12(x61,x62)
% 200.96/200.96 [2]P1(f1(x21,x22),x21)
% 200.96/200.96 [12]~P3(x121,f1(x122,x121))
% 200.96/200.96 [13]~P13(x131)+P13(f7(x131))
% 200.96/200.96 [14]P10(x141,x142)+P14(x141,x142)
% 200.96/200.96 [15]P1(x151,x152)+P15(x151,x152)
% 200.96/200.96 [17]~P6(x171,x172)+P14(x171,x172)
% 200.96/200.96 [18]~P6(x181,x182)+P15(x181,x182)
% 200.96/200.96 [19]~P16(x191,x192)+P3(x191,x192)
% 200.96/200.96 [25]~P10(x251,x252)+~P14(x251,x252)
% 200.96/200.96 [26]~P1(x261,x262)+~P15(x261,x262)
% 200.96/200.96 [16]P15(x161,x162)+P15(x161,f7(x162))
% 200.96/200.96 [21]~P14(x211,x212)+P15(x211,f7(x212))
% 200.96/200.96 [22]~P16(x221,x222)+P9(x221,f7(x222))
% 200.96/200.96 [23]~P18(x231,x232)+P12(x231,f7(x232))
% 200.96/200.96 [27]P14(x271,x272)+~P15(x271,f7(x272))
% 200.96/200.96 [40]~P4(x401,x402)+~P3(x402,f5(x401,x402))
% 200.96/200.96 [41]~P4(x411,x412)+~P3(x411,f5(x411,x412))
% 200.96/200.96 [59]~P4(x591,x592)+P1(f5(x591,x592),f7(f5(x592,x591)))
% 200.96/200.96 [50]P4(x501,x502)+~P2(x503,x501,x502)
% 200.96/200.96 [51]P11(x511,x512)+~P2(x512,x513,x511)
% 200.96/200.96 [52]P11(x521,x522)+~P2(x522,x521,x523)
% 200.96/200.96 [60]~P2(x601,x602,x603)+P1(x601,f5(x602,x603))
% 200.96/200.96 [32]P9(x321,x322)+~P3(x321,x322)+P16(x321,x322)
% 200.96/200.96 [36]~P14(x361,x362)+~P15(x361,x362)+P6(x361,x362)
% 200.96/200.96 [24]~P17(x242)+~P13(x241)+P13(f1(x241,x242))
% 200.96/200.96 [57]~P15(x571,x572)+~P15(x571,f7(x572))+~P3(f6(x571,x572),x572)
% 200.96/200.96 [58]~P15(x581,x582)+~P15(x581,f7(x582))+~P3(f6(x581,x582),x581)
% 200.96/200.96 [30]~P15(x303,x301)+P15(x301,x302)+P15(x303,x302)
% 200.96/200.96 [34]~P4(x343,x341)+P4(x341,x342)+P4(x343,x342)
% 200.96/200.96 [35]~P5(x353,x351)+P5(x351,x352)+P5(x353,x352)
% 200.96/200.96 [53]~P8(x532,x533,x531)+P16(x531,x532)+P16(x533,x532)
% 200.96/200.96 [54]P9(x541,x542)+P16(x541,x542)+~P8(x542,x543,x541)
% 200.96/200.96 [55]P9(x551,x552)+P16(x551,x552)+~P8(x552,x551,x553)
% 200.96/200.96 [56]~P8(x562,x561,x563)+P9(x561,x562)+P9(x563,x562)
% 200.96/200.96 [63]~P2(x631,x633,x632)+~P2(x631,x634,x633)+P7(x631,x632,x633,x634)
% 200.96/200.96 [64]~P2(x641,x643,x644)+~P2(x641,x642,x643)+P7(x641,x642,x643,x644)
% 200.96/200.96 [65]~P7(x651,x652,x653,x654)+P2(x651,x652,x653)+P2(x651,x654,x653)
% 200.96/200.96 [66]P2(x661,x663,x662)+P2(x661,x662,x663)+~P7(x661,x664,x662,x663)
% 200.96/200.96 [67]P2(x671,x673,x672)+P2(x671,x672,x673)+~P7(x671,x672,x673,x674)
% 200.96/200.96 [68]~P7(x681,x684,x682,x683)+P2(x681,x682,x683)+P2(x681,x682,x684)
% 200.96/200.96 [37]~P17(x372)+~P17(x371)+~P4(x371,x372)+P13(f5(x371,x372))
% 200.96/200.96 [44]~P15(x441,x442)+P12(x441,x442)+P12(x441,f7(x442))+~P15(x441,f7(x442))
% 200.96/200.96 [42]~P15(x421,x423)+P15(x421,x422)+~P15(x421,f7(x423))+P15(x423,f7(x422))
% 200.96/200.96 [43]~P15(x433,x431)+P15(x431,x432)+~P15(x433,f7(x431))+P15(x433,f7(x432))
% 200.96/200.96 [46]~P13(x462)+~P13(x461)+~P15(x461,x462)+~P15(x461,f7(x462))+P17(f6(x461,x462))
% 200.96/200.96 [62]~P4(x622,x623)+~P11(x623,x621)+~P11(x622,x621)+P2(x621,x622,x623)+~P1(x621,f5(x622,x623))
% 200.96/200.96 [61]P9(x614,x613)+~P4(x614,x611)+~P5(x613,x612)+P9(x611,x612)+P9(x611,x613)+P9(x614,x612)+P9(x611,f7(x612))+P9(x611,f7(x613))+P9(x614,f7(x612))+P9(x614,f7(x613))
% 200.96/200.96 %EqnAxiom
% 200.96/200.96
% 200.96/200.96 %-------------------------------------------
% 201.07/201.01 cnf(73,plain,
% 201.07/201.01 (~P16(x731,x732)),
% 201.07/201.01 inference(scs_inference,[],[7,5,12,50,19,22])).
% 201.07/201.01 cnf(238,plain,
% 201.07/201.01 (P10(x2381,x2382)+P15(x2381,f7(x2382))),
% 201.07/201.01 inference(scs_inference,[],[14,21])).
% 201.07/201.01 cnf(314,plain,
% 201.07/201.01 (P1(x3141,f7(x3142))+P14(x3141,x3142)),
% 201.07/201.01 inference(scs_inference,[],[15,27])).
% 201.07/201.01 cnf(390,plain,
% 201.07/201.01 (~P6(x3901,x3902)+~P10(x3901,x3902)),
% 201.07/201.01 inference(scs_inference,[],[17,25])).
% 201.07/201.01 cnf(466,plain,
% 201.07/201.01 (~P6(x4661,x4661)),
% 201.07/201.01 inference(scs_inference,[],[1,18,26])).
% 201.07/201.01 cnf(542,plain,
% 201.07/201.01 (P15(x5421,f7(x5422))+~P6(x5421,x5422)),
% 201.07/201.01 inference(scs_inference,[],[390,238])).
% 201.07/201.01 cnf(618,plain,
% 201.07/201.01 (P15(f1(x6181,x6182),f7(x6181))),
% 201.07/201.01 inference(scs_inference,[],[2,16,26])).
% 201.07/201.01 cnf(625,plain,
% 201.07/201.01 (P6(f1(x6251,x6252),f7(x6251))+~P14(f1(x6251,x6252),f7(x6251))),
% 201.07/201.01 inference(scs_inference,[],[618,26,27,25,36])).
% 201.07/201.01 cnf(669,plain,
% 201.07/201.01 (P12(f1(x6691,x6692),x6691)+~P15(f1(x6691,x6692),x6691)),
% 201.07/201.01 inference(scs_inference,[],[618,6,58,57,44])).
% 201.07/201.01 cnf(674,plain,
% 201.07/201.01 (~P15(f1(x6741,x6742),x6741)),
% 201.07/201.01 inference(scs_inference,[],[6,669])).
% 201.07/201.01 cnf(677,plain,
% 201.07/201.01 (P15(f7(x6771),x6771)),
% 201.07/201.01 inference(scs_inference,[],[618,6,669,30])).
% 201.07/201.01 cnf(704,plain,
% 201.07/201.01 (~P2(f7(f5(x7041,x7042)),x7041,x7042)),
% 201.07/201.01 inference(scs_inference,[],[677,674,18,26,60])).
% 201.07/201.01 cnf(865,plain,
% 201.07/201.01 (P6(f1(x8651,x8652),f7(x8651))+P1(f1(x8651,x8652),f7(f7(x8651)))),
% 201.07/201.01 inference(scs_inference,[],[314,625])).
% 201.07/201.01 cnf(926,plain,
% 201.07/201.01 (~P6(f1(x9261,x9262),x9263)+P15(f7(x9263),x9261)),
% 201.07/201.01 inference(scs_inference,[],[674,542,30])).
% 201.07/201.01 cnf(1474,plain,
% 201.07/201.01 (~P10(f1(x14741,x14742),f7(x14741))+P1(f1(x14741,x14742),f7(f7(x14741)))),
% 201.07/201.01 inference(scs_inference,[],[865,390])).
% 201.07/201.01 cnf(1535,plain,
% 201.07/201.01 (~P15(f1(x15351,x15352),f7(f7(x15351)))+~P10(f1(x15351,x15352),f7(x15351))),
% 201.07/201.01 inference(scs_inference,[],[1474,26])).
% 201.07/201.01 cnf(1617,plain,
% 201.07/201.01 (P12(f7(f7(x16171)),x16171)+~P15(f7(f7(x16171)),x16171)),
% 201.07/201.01 inference(scs_inference,[],[677,6,44])).
% 201.07/201.01 cnf(1625,plain,
% 201.07/201.01 (~P15(f7(f7(x16251)),x16251)),
% 201.07/201.01 inference(scs_inference,[],[6,1617])).
% 201.07/201.01 cnf(1634,plain,
% 201.07/201.01 (~P14(f1(x16341,x16342),f7(x16341))),
% 201.07/201.01 inference(scs_inference,[],[6,1617,15,18,926,625])).
% 201.07/201.01 cnf(2520,plain,
% 201.07/201.01 (~P15(f1(x25201,x25202),f7(f7(x25201)))),
% 201.07/201.01 inference(scs_inference,[],[1634,14,1535])).
% 201.07/201.01 cnf(2532,plain,
% 201.07/201.01 (~P10(f7(x25321),f7(x25321))),
% 201.07/201.01 inference(scs_inference,[],[2520,618,18,30,27,26,36,25])).
% 201.07/201.01 cnf(2805,plain,
% 201.07/201.01 (~P15(f7(x28051),f7(x28051))),
% 201.07/201.01 inference(scs_inference,[],[2532,466,14,36])).
% 201.07/201.01 cnf(2812,plain,
% 201.07/201.01 (P15(x28121,f7(x28121))),
% 201.07/201.01 inference(scs_inference,[],[677,2805,238,21,17,30])).
% 201.07/201.01 cnf(2815,plain,
% 201.07/201.01 (P14(x28151,x28151)),
% 201.07/201.01 inference(scs_inference,[],[677,2805,238,21,17,30,27])).
% 201.07/201.01 cnf(2835,plain,
% 201.07/201.01 (~P10(x28351,x28351)),
% 201.07/201.01 inference(scs_inference,[],[2815,25])).
% 201.07/201.01 cnf(3383,plain,
% 201.07/201.01 (P15(f7(f1(x33831,x33832)),f7(f7(x33831)))),
% 201.07/201.01 inference(scs_inference,[],[704,2520,2812,68,65,30])).
% 201.07/201.01 cnf(3406,plain,
% 201.07/201.01 (P15(f7(f1(x34061,x34062)),x34061)),
% 201.07/201.01 inference(scs_inference,[],[2812,674,30])).
% 201.07/201.01 cnf(4222,plain,
% 201.07/201.01 (P15(x42221,f7(f1(x42221,x42222)))),
% 201.07/201.01 inference(scs_inference,[],[3406,2805,30])).
% 201.07/201.01 cnf(4798,plain,
% 201.07/201.01 (P15(f7(f7(x47981)),f7(f1(x47981,x47982)))),
% 201.07/201.01 inference(scs_inference,[],[3383,2805,30])).
% 201.07/201.01 cnf(5156,plain,
% 201.07/201.01 (P12(f7(f1(x51561,x51562)),f7(x51561))+~P15(f7(f1(x51561,x51562)),f7(x51561))),
% 201.07/201.01 inference(scs_inference,[],[11,3383,2812,8,6,35,58,57,44])).
% 201.07/201.01 cnf(5163,plain,
% 201.07/201.01 (~P15(f7(f1(x51631,x51632)),f7(x51631))),
% 201.07/201.01 inference(scs_inference,[],[6,5156])).
% 201.07/201.01 cnf(5165,plain,
% 201.07/201.01 (~P6(f1(f7(x51651),x51652),f1(x51651,x51653))),
% 201.07/201.01 inference(scs_inference,[],[6,5156,926])).
% 201.07/201.01 cnf(7119,plain,
% 201.07/201.01 (P12(x71191,f1(x71191,x71192))+~P15(x71191,f1(x71191,x71192))),
% 201.07/201.01 inference(scs_inference,[],[4222,6,57,58,44])).
% 201.07/201.01 cnf(7126,plain,
% 201.07/201.01 (~P15(x71261,f1(x71261,x71262))),
% 201.07/201.01 inference(scs_inference,[],[6,7119])).
% 201.07/201.01 cnf(7133,plain,
% 201.07/201.01 (P15(f7(f1(x71331,x71332)),f1(x71331,x71333))),
% 201.07/201.01 inference(scs_inference,[],[4222,6,7119,15,18,30])).
% 201.07/201.01 cnf(7159,plain,
% 201.07/201.01 (~P15(x71591,x71591)),
% 201.07/201.01 inference(scs_inference,[],[2835,466,14,36])).
% 201.07/201.01 cnf(8383,plain,
% 201.07/201.01 (P15(f7(x83831),f1(x83831,x83832))),
% 201.07/201.01 inference(scs_inference,[],[618,7159,30])).
% 201.07/201.01 cnf(9795,plain,
% 201.07/201.01 (P12(f7(f7(x97951)),f1(x97951,x97952))+~P15(f7(f7(x97951)),f1(x97951,x97952))),
% 201.07/201.01 inference(scs_inference,[],[4798,6,57,44])).
% 201.07/201.01 cnf(9802,plain,
% 201.07/201.01 (~P15(f7(f7(x98021)),f1(x98021,x98022))),
% 201.07/201.01 inference(scs_inference,[],[6,9795])).
% 201.07/201.01 cnf(10678,plain,
% 201.07/201.01 (P1(f5(a4,a3),f7(f5(a3,a4)))),
% 201.07/201.01 inference(scs_inference,[],[4,50,59])).
% 201.07/201.01 cnf(10703,plain,
% 201.07/201.01 (P15(f1(x107031,x107032),f7(f1(x107031,x107033)))),
% 201.07/201.01 inference(scs_inference,[],[7133,7159,30])).
% 201.07/201.01 cnf(13572,plain,
% 201.07/201.01 (~P14(f1(f7(x135721),x135722),f1(x135721,x135723))),
% 201.07/201.01 inference(scs_inference,[],[10703,8383,9802,5165,30,26,58,36])).
% 201.07/201.01 cnf(13585,plain,
% 201.07/201.01 (P15(f7(f1(x135851,x135852)),f1(f1(x135851,x135853),x135854))),
% 201.07/201.01 inference(scs_inference,[],[10703,7126,13572,14,30])).
% 201.07/201.01 cnf(13597,plain,
% 201.07/201.01 (P15(f1(f1(x135971,x135972),x135973),f7(x135971))),
% 201.07/201.01 inference(scs_inference,[],[8383,5163,30])).
% 201.07/201.01 cnf(17591,plain,
% 201.07/201.01 (P15(f1(f1(x175911,x175912),x175913),f7(f1(x175911,x175914)))),
% 201.07/201.01 inference(scs_inference,[],[13585,7159,30])).
% 201.07/201.01 cnf(25320,plain,
% 201.07/201.01 (~P15(f5(a4,a3),f7(f5(a3,a4)))),
% 201.07/201.01 inference(scs_inference,[],[10678,26])).
% 201.07/201.01 cnf(25788,plain,
% 201.07/201.01 (P4(a4,a3)),
% 201.07/201.01 inference(scs_inference,[],[4,10703,57,50])).
% 201.07/201.01 cnf(25798,plain,
% 201.07/201.01 (P4(a3,a4)),
% 201.07/201.01 inference(scs_inference,[],[3,50])).
% 201.07/201.01 cnf(26016,plain,
% 201.07/201.01 (P15(f7(f5(a4,a3)),f7(f5(a3,a4)))),
% 201.07/201.01 inference(scs_inference,[],[25320,2812,30])).
% 201.07/201.01 cnf(29014,plain,
% 201.07/201.01 (P12(f7(f5(a4,a3)),f5(a3,a4))+~P15(f7(f5(a4,a3)),f5(a3,a4))),
% 201.07/201.01 inference(scs_inference,[],[26016,10703,6,57,58,44])).
% 201.07/201.01 cnf(29021,plain,
% 201.07/201.01 (~P15(f7(f5(a4,a3)),f5(a3,a4))),
% 201.07/201.01 inference(scs_inference,[],[6,29014])).
% 201.07/201.01 cnf(29022,plain,
% 201.07/201.01 (~P12(x290221,x290222)),
% 201.07/201.01 inference(rename_variables,[],[6])).
% 201.07/201.01 cnf(29033,plain,
% 201.07/201.01 (P12(f1(x290331,x290332),f1(x290331,x290333))+~P15(f1(x290331,x290332),f1(x290331,x290333))),
% 201.07/201.01 inference(scs_inference,[],[10703,6,29022,29014,926,15,18,58,57,44])).
% 201.07/201.01 cnf(29038,plain,
% 201.07/201.01 (~P12(x290381,x290382)),
% 201.07/201.01 inference(rename_variables,[],[6])).
% 201.07/201.01 cnf(29045,plain,
% 201.07/201.01 (P12(f1(f1(x290451,x290452),x290453),f1(x290451,x290454))+~P15(f1(f1(x290451,x290452),x290453),f1(x290451,x290454))),
% 201.07/201.01 inference(scs_inference,[],[17591,6,29038,29033,15,18,57,44])).
% 201.07/201.01 cnf(29053,plain,
% 201.07/201.01 (~P12(x290531,x290532)),
% 201.07/201.01 inference(rename_variables,[],[6])).
% 201.07/201.01 cnf(29058,plain,
% 201.07/201.01 (P12(f1(f1(x290581,x290582),x290583),x290581)+~P15(f1(f1(x290581,x290582),x290583),x290581)),
% 201.07/201.01 inference(scs_inference,[],[13597,6,29053,29045,15,18,44])).
% 201.07/201.01 cnf(29065,plain,
% 201.07/201.01 (~P15(f1(f1(x290651,x290652),x290653),x290651)),
% 201.07/201.01 inference(scs_inference,[],[6,29058])).
% 201.07/201.01 cnf(34000,plain,
% 201.07/201.01 (P1(a2,f5(a3,a4))),
% 201.07/201.01 inference(scs_inference,[],[3,25788,60])).
% 201.07/201.01 cnf(34028,plain,
% 201.07/201.01 (P1(a2,f5(a4,a3))),
% 201.07/201.01 inference(scs_inference,[],[25788,4,60])).
% 201.07/201.01 cnf(37586,plain,
% 201.07/201.01 (~P15(a2,f5(a3,a4))),
% 201.07/201.01 inference(scs_inference,[],[34000,73,26])).
% 201.07/201.01 cnf(37595,plain,
% 201.07/201.01 (~P15(a2,f1(f5(a3,a4),x375951))),
% 201.07/201.01 inference(scs_inference,[],[37586,674,5,16,27,30])).
% 201.07/201.01 cnf(37602,plain,
% 201.07/201.01 (~P15(a2,f5(a4,a3))),
% 201.07/201.01 inference(scs_inference,[],[34028,26])).
% 201.07/201.01 cnf(37604,plain,
% 201.07/201.01 (~P15(f5(a3,a4),a2)),
% 201.07/201.01 inference(scs_inference,[],[34028,37595,7126,26,30])).
% 201.07/201.01 cnf(37611,plain,
% 201.07/201.01 (~P15(a2,f1(f5(a4,a3),x376111))),
% 201.07/201.01 inference(scs_inference,[],[37602,674,30])).
% 201.07/201.01 cnf(37618,plain,
% 201.07/201.01 (~P15(f1(f1(a2,x376181),x376182),f5(a3,a4))),
% 201.07/201.01 inference(scs_inference,[],[37604,29065,30])).
% 201.07/201.01 cnf(37622,plain,
% 201.07/201.01 (P15(a2,f7(f5(a4,a3)))),
% 201.07/201.01 inference(scs_inference,[],[37602,16])).
% 201.07/201.01 cnf(37626,plain,
% 201.07/201.01 (P14(a2,f5(a4,a3))),
% 201.07/201.01 inference(scs_inference,[],[37602,25798,16,26,27])).
% 201.07/201.01 cnf(37628,plain,
% 201.07/201.01 (~P15(f5(a4,a3),a2)),
% 201.07/201.01 inference(scs_inference,[],[37611,37602,7126,25798,73,16,26,27,30])).
% 201.07/201.01 cnf(37637,plain,
% 201.07/201.01 (P15(f5(a4,a3),f7(a2))),
% 201.07/201.01 inference(scs_inference,[],[37626,37628,1625,5,25,30,16])).
% 201.07/201.01 cnf(37650,plain,
% 201.07/201.01 (P15(f5(a3,a4),f7(a2))),
% 201.07/201.01 inference(scs_inference,[],[37604,16])).
% 201.07/201.01 cnf(37652,plain,
% 201.07/201.01 (~P15(f5(a3,a4),f1(f1(a2,x376521),x376522))),
% 201.07/201.01 inference(scs_inference,[],[37618,37604,7159,16,30])).
% 201.07/201.01 cnf(37657,plain,
% 201.07/201.01 (P12(f5(a3,a4),f7(a2))+~P15(f5(a3,a4),f7(f7(a2)))),
% 201.07/201.01 inference(scs_inference,[],[37618,37604,7159,6,16,30,58,44])).
% 201.07/201.01 cnf(37665,plain,
% 201.07/201.01 (~P14(f5(a3,a4),f7(a2))),
% 201.07/201.01 inference(scs_inference,[],[37650,6,37657,542,36])).
% 201.07/201.02 cnf(37667,plain,
% 201.07/201.02 (~P15(f5(a3,a4),f1(a2,x376671))),
% 201.07/201.02 inference(scs_inference,[],[37650,37652,7126,6,37657,542,36,30])).
% 201.07/201.02 cnf(37679,plain,
% 201.07/201.02 (~P15(f1(a2,x376791),f5(a3,a4))),
% 201.07/201.02 inference(scs_inference,[],[37667,37637,7159,26,314,30])).
% 201.07/201.02 cnf(37689,plain,
% 201.07/201.02 (~P15(f1(a2,x376891),f1(f5(a3,a4),x376892))),
% 201.07/201.02 inference(scs_inference,[],[37665,37679,674,314,30])).
% 201.07/201.02 cnf(37696,plain,
% 201.07/201.02 (~P15(f1(f5(a3,a4),x376961),f1(a2,x376962))),
% 201.07/201.02 inference(scs_inference,[],[37689,37667,7159,5,16,30])).
% 201.07/201.02 cnf(37704,plain,
% 201.07/201.02 (~P15(f1(f5(a3,a4),x377041),a2)),
% 201.07/201.02 inference(scs_inference,[],[37696,7126,30])).
% 201.07/201.02 cnf(42856,plain,
% 201.07/201.02 (~P15(f1(f5(a3,a4),x428561),f1(f1(a2,x428562),x428563))),
% 201.07/201.02 inference(scs_inference,[],[37704,29065,30])).
% 201.07/201.02 cnf(43123,plain,
% 201.07/201.02 ($false),
% 201.07/201.02 inference(scs_inference,[],[37586,42856,37622,29021,18,15,30]),
% 201.07/201.02 ['proof']).
% 201.07/201.06 % SZS output end Proof
% 201.07/201.06 % Total time :200.300000s
%------------------------------------------------------------------------------