TSTP Solution File: SWC365-1 by CSE---1.6
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%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SWC365-1 : TPTP v8.1.2. Released v2.4.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n010.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 20:18:38 EDT 2023
% Result : Unsatisfiable 1.18s 1.30s
% Output : CNFRefutation 1.18s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.12 % Problem : SWC365-1 : TPTP v8.1.2. Released v2.4.0.
% 0.00/0.12 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.10/0.32 % Computer : n010.cluster.edu
% 0.10/0.32 % Model : x86_64 x86_64
% 0.10/0.32 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.10/0.32 % Memory : 8042.1875MB
% 0.10/0.32 % OS : Linux 3.10.0-693.el7.x86_64
% 0.10/0.32 % CPULimit : 300
% 0.10/0.32 % WCLimit : 300
% 0.10/0.32 % DateTime : Mon Aug 28 17:56:34 EDT 2023
% 0.10/0.32 % CPUTime :
% 0.15/0.55 start to proof:theBenchmark
% 1.18/1.29 %-------------------------------------------
% 1.18/1.29 % File :CSE---1.6
% 1.18/1.29 % Problem :theBenchmark
% 1.18/1.29 % Transform :cnf
% 1.18/1.29 % Format :tptp:raw
% 1.18/1.29 % Command :java -jar mcs_scs.jar %d %s
% 1.18/1.29
% 1.18/1.29 % Result :Theorem 0.630000s
% 1.18/1.29 % Output :CNFRefutation 0.630000s
% 1.18/1.29 %-------------------------------------------
% 1.18/1.30 %--------------------------------------------------------------------------
% 1.18/1.30 % File : SWC365-1 : TPTP v8.1.2. Released v2.4.0.
% 1.18/1.30 % Domain : Software Creation
% 1.18/1.30 % Problem : cond_segment_rear_ne_x_ne_segment_rear_total1
% 1.18/1.30 % Version : [Wei00] axioms.
% 1.18/1.30 % English : Find components in a software library that match a given target
% 1.18/1.30 % specification given in first-order logic. The components are
% 1.18/1.30 % specified in first-order logic as well. The problem represents
% 1.18/1.30 % a test of one library module specification against a target
% 1.18/1.30 % specification.
% 1.18/1.30
% 1.18/1.30 % Refs : [Wei00] Weidenbach (2000), Software Reuse of List Functions Ve
% 1.18/1.30 % : [FSS98] Fischer et al. (1998), Deduction-Based Software Compon
% 1.18/1.30 % Source : [TPTP]
% 1.18/1.30 % Names :
% 1.18/1.30
% 1.18/1.30 % Status : Unsatisfiable
% 1.18/1.30 % Rating : 0.05 v8.1.0, 0.00 v7.5.0, 0.05 v7.4.0, 0.06 v7.3.0, 0.08 v7.1.0, 0.00 v6.2.0, 0.10 v6.1.0, 0.14 v6.0.0, 0.10 v5.5.0, 0.15 v5.4.0, 0.20 v5.3.0, 0.17 v5.2.0, 0.19 v5.1.0, 0.18 v5.0.0, 0.14 v4.1.0, 0.08 v4.0.1, 0.00 v3.4.0, 0.08 v3.3.0, 0.14 v3.2.0, 0.15 v3.1.0, 0.09 v2.7.0, 0.25 v2.6.0, 0.22 v2.5.0, 0.00 v2.4.0
% 1.18/1.30 % Syntax : Number of clauses : 196 ( 62 unt; 33 nHn; 153 RR)
% 1.18/1.30 % Number of literals : 618 ( 102 equ; 402 neg)
% 1.18/1.30 % Maximal clause size : 10 ( 3 avg)
% 1.18/1.30 % Maximal term depth : 5 ( 1 avg)
% 1.18/1.30 % Number of predicates : 20 ( 19 usr; 0 prp; 1-2 aty)
% 1.18/1.30 % Number of functors : 53 ( 53 usr; 7 con; 0-2 aty)
% 1.18/1.30 % Number of variables : 326 ( 49 sgn)
% 1.18/1.30 % SPC : CNF_UNS_RFO_SEQ_NHN
% 1.18/1.30
% 1.18/1.30 % Comments : Created by CNF conversion from SWC365+1
% 1.18/1.30 %--------------------------------------------------------------------------
% 1.18/1.30 %----Include list specification axioms
% 1.18/1.30 include('Axioms/SWC001-0.ax').
% 1.18/1.30 %--------------------------------------------------------------------------
% 1.18/1.30 cnf(co1_1,negated_conjecture,
% 1.18/1.30 ssList(sk1) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_2,negated_conjecture,
% 1.18/1.30 ssList(sk2) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_3,negated_conjecture,
% 1.18/1.30 ssList(sk3) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_4,negated_conjecture,
% 1.18/1.30 ssList(sk4) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_5,negated_conjecture,
% 1.18/1.30 sk2 = sk4 ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_6,negated_conjecture,
% 1.18/1.30 sk1 = sk3 ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_7,negated_conjecture,
% 1.18/1.30 neq(sk2,nil) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_8,negated_conjecture,
% 1.18/1.30 ~ rearsegP(sk2,sk1) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_9,negated_conjecture,
% 1.18/1.30 ( nil = sk3
% 1.18/1.30 | nil != sk4 ) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_10,negated_conjecture,
% 1.18/1.30 ( ~ neq(sk4,nil)
% 1.18/1.30 | neq(sk3,nil) ) ).
% 1.18/1.30
% 1.18/1.30 cnf(co1_11,negated_conjecture,
% 1.18/1.30 ( ~ neq(sk4,nil)
% 1.18/1.30 | rearsegP(sk4,sk3) ) ).
% 1.18/1.30
% 1.18/1.30 %--------------------------------------------------------------------------
% 1.18/1.30 %-------------------------------------------
% 1.18/1.30 % Proof found
% 1.18/1.30 % SZS status Theorem for theBenchmark
% 1.18/1.30 % SZS output start Proof
% 1.18/1.30 %ClaNum:281(EqnAxiom:85)
% 1.18/1.30 %VarNum:891(SingletonVarNum:322)
% 1.18/1.30 %MaxLitNum:10
% 1.18/1.30 %MaxfuncDepth:4
% 1.18/1.30 %SharedTerms:32
% 1.18/1.30 %goalClause: 86 87 96 97 98 99 138 147 148 172 173
% 1.18/1.30 %singleGoalClaCount:8
% 1.18/1.30 [86]E(a1,a2)
% 1.18/1.30 [87]E(a7,a8)
% 1.18/1.30 [88]P1(a3)
% 1.18/1.30 [89]P2(a3)
% 1.18/1.30 [90]P4(a3)
% 1.18/1.30 [91]P18(a3)
% 1.18/1.30 [92]P5(a3)
% 1.18/1.30 [93]P19(a3)
% 1.18/1.30 [94]P3(a3)
% 1.18/1.30 [95]P6(a3)
% 1.18/1.30 [96]P6(a2)
% 1.18/1.30 [97]P6(a7)
% 1.18/1.30 [98]P6(a1)
% 1.18/1.30 [99]P6(a8)
% 1.18/1.30 [100]P7(a9)
% 1.18/1.30 [101]P7(a10)
% 1.18/1.30 [138]P8(a7,a3)
% 1.18/1.30 [145]~E(a10,a9)
% 1.18/1.30 [146]~P15(a3)
% 1.18/1.30 [147]~P16(a7,a2)
% 1.18/1.30 [102]P6(f11(x1021))
% 1.18/1.30 [103]P6(f12(x1031))
% 1.18/1.30 [104]P6(f13(x1041))
% 1.18/1.30 [105]P6(f14(x1051))
% 1.18/1.30 [106]P6(f15(x1061))
% 1.18/1.31 [107]P6(f16(x1071))
% 1.18/1.31 [108]P6(f17(x1081))
% 1.18/1.31 [109]P6(f18(x1091))
% 1.18/1.31 [110]P6(f19(x1101))
% 1.18/1.31 [111]P6(f20(x1111))
% 1.18/1.31 [112]P6(f21(x1121))
% 1.18/1.31 [113]P6(f22(x1131))
% 1.18/1.31 [114]P6(f23(x1141))
% 1.18/1.31 [115]P6(f24(x1151))
% 1.18/1.31 [116]P6(f25(x1161))
% 1.18/1.31 [117]P6(f26(x1171))
% 1.18/1.31 [118]P6(f27(x1181))
% 1.18/1.31 [119]P6(f28(x1191))
% 1.18/1.31 [120]P6(f29(x1201))
% 1.18/1.31 [121]P6(f30(x1211))
% 1.18/1.31 [122]P6(f31(x1221))
% 1.18/1.31 [123]P7(f52(x1231))
% 1.18/1.31 [124]P7(f50(x1241))
% 1.18/1.31 [125]P7(f51(x1251))
% 1.18/1.31 [126]P7(f49(x1261))
% 1.18/1.31 [127]P7(f47(x1271))
% 1.18/1.31 [128]P7(f48(x1281))
% 1.18/1.31 [129]P7(f45(x1291))
% 1.18/1.31 [130]P7(f46(x1301))
% 1.18/1.31 [131]P7(f43(x1311))
% 1.18/1.31 [132]P7(f44(x1321))
% 1.18/1.31 [133]P7(f41(x1331))
% 1.18/1.31 [134]P7(f42(x1341))
% 1.18/1.31 [135]P7(f32(x1351))
% 1.18/1.31 [136]P7(f33(x1361))
% 1.18/1.31 [137]P7(f34(x1371))
% 1.18/1.31 [139]P6(f37(x1391,x1392))
% 1.18/1.31 [140]P6(f38(x1401,x1402))
% 1.18/1.31 [141]P6(f39(x1411,x1412))
% 1.18/1.31 [142]P6(f40(x1421,x1422))
% 1.18/1.31 [143]P6(f35(x1431,x1432))
% 1.18/1.31 [144]P6(f36(x1441,x1442))
% 1.18/1.31 [148]E(a1,a3)+~E(a3,a8)
% 1.18/1.31 [172]P16(a8,a1)+~P8(a8,a3)
% 1.18/1.31 [173]~P8(a8,a3)+P8(a1,a3)
% 1.18/1.31 [154]~P6(x1541)+P17(x1541,a3)
% 1.18/1.31 [155]~P6(x1551)+P16(x1551,a3)
% 1.18/1.31 [156]~P6(x1561)+P9(x1561,a3)
% 1.18/1.31 [159]~P7(x1591)+P10(x1591,x1591)
% 1.18/1.31 [160]~P6(x1601)+P17(x1601,x1601)
% 1.18/1.31 [161]~P6(x1611)+P16(x1611,x1611)
% 1.18/1.31 [162]~P6(x1621)+P9(x1621,x1621)
% 1.18/1.31 [163]~P7(x1631)+P11(x1631,x1631)
% 1.18/1.31 [168]~P7(x1681)+~P13(a3,x1681)
% 1.18/1.31 [174]~P14(x1741,x1741)+~P7(x1741)
% 1.18/1.31 [157]~P6(x1571)+E(f5(x1571,a3),x1571)
% 1.18/1.31 [158]~P6(x1581)+E(f5(a3,x1581),x1581)
% 1.18/1.31 [179]~P7(x1791)+P1(f6(x1791,a3))
% 1.18/1.31 [180]~P7(x1801)+P2(f6(x1801,a3))
% 1.18/1.31 [181]~P7(x1811)+P4(f6(x1811,a3))
% 1.18/1.31 [182]~P7(x1821)+P18(f6(x1821,a3))
% 1.18/1.31 [183]~P7(x1831)+P5(f6(x1831,a3))
% 1.18/1.31 [184]~P7(x1841)+P19(f6(x1841,a3))
% 1.18/1.31 [185]~P7(x1851)+P3(f6(x1851,a3))
% 1.18/1.31 [164]~P6(x1641)+~E(a3,x1641)+P17(a3,x1641)
% 1.18/1.31 [165]~P6(x1651)+~E(a3,x1651)+P16(a3,x1651)
% 1.18/1.31 [166]~P6(x1661)+~E(a3,x1661)+P9(a3,x1661)
% 1.18/1.31 [169]~P6(x1691)+~P17(a3,x1691)+E(a3,x1691)
% 1.18/1.31 [170]~P6(x1701)+~P16(a3,x1701)+E(a3,x1701)
% 1.18/1.31 [171]~P6(x1711)+~P9(a3,x1711)+E(a3,x1711)
% 1.18/1.31 [151]~P6(x1511)+E(a3,x1511)+P6(f53(x1511))
% 1.18/1.31 [153]~P6(x1531)+E(a3,x1531)+P7(f4(x1531))
% 1.18/1.31 [167]~P6(x1671)+P1(x1671)+~E(f51(x1671),f50(x1671))
% 1.18/1.31 [190]~P6(x1901)+P3(x1901)+P11(f32(x1901),f33(x1901))
% 1.18/1.31 [191]~P6(x1911)+P3(x1911)+P11(f33(x1911),f32(x1911))
% 1.18/1.31 [211]~P6(x2111)+P4(x2111)+~P14(f48(x2111),f47(x2111))
% 1.18/1.31 [212]~P6(x2121)+P18(x2121)+~P11(f46(x2121),f45(x2121))
% 1.18/1.31 [213]~P6(x2131)+P5(x2131)+~P14(f43(x2131),f44(x2131))
% 1.18/1.31 [214]~P6(x2141)+P5(x2141)+~P14(f44(x2141),f43(x2141))
% 1.18/1.31 [215]~P6(x2151)+P19(x2151)+~P11(f41(x2151),f42(x2151))
% 1.18/1.31 [216]~P6(x2161)+P19(x2161)+~P11(f42(x2161),f41(x2161))
% 1.18/1.31 [178]~P6(x1781)+~P15(x1781)+E(f6(f34(x1781),a3),x1781)
% 1.18/1.31 [186]~P6(x1861)+E(a3,x1861)+E(f6(f52(x1861),f11(x1861)),x1861)
% 1.18/1.31 [187]~P6(x1871)+E(a3,x1871)+E(f6(f4(x1871),f53(x1871)),x1871)
% 1.18/1.31 [270]P2(x2701)+~P6(x2701)+E(f5(f5(f16(x2701),f6(f49(x2701),f15(x2701))),f6(f49(x2701),f14(x2701))),x2701)
% 1.18/1.31 [271]P4(x2711)+~P6(x2711)+E(f5(f5(f19(x2711),f6(f48(x2711),f18(x2711))),f6(f47(x2711),f17(x2711))),x2711)
% 1.18/1.31 [272]P18(x2721)+~P6(x2721)+E(f5(f5(f22(x2721),f6(f46(x2721),f21(x2721))),f6(f45(x2721),f20(x2721))),x2721)
% 1.18/1.31 [273]P5(x2731)+~P6(x2731)+E(f5(f5(f25(x2731),f6(f44(x2731),f24(x2731))),f6(f43(x2731),f23(x2731))),x2731)
% 1.18/1.31 [274]P19(x2741)+~P6(x2741)+E(f5(f5(f28(x2741),f6(f42(x2741),f27(x2741))),f6(f41(x2741),f26(x2741))),x2741)
% 1.18/1.31 [275]P3(x2751)+~P6(x2751)+E(f5(f5(f31(x2751),f6(f33(x2751),f30(x2751))),f6(f32(x2751),f29(x2751))),x2751)
% 1.18/1.31 [268]P1(x2681)+~P6(x2681)+E(f5(f13(x2681),f6(f51(x2681),f6(f50(x2681),f12(x2681)))),x2681)
% 1.18/1.31 [149]~P6(x1491)+P2(x1491)+P7(x1492)
% 1.18/1.31 [188]~P6(x1882)+~P7(x1881)+~E(f6(x1881,x1882),a3)
% 1.18/1.31 [189]~P6(x1892)+~P7(x1891)+~E(f6(x1891,x1892),x1892)
% 1.18/1.31 [198]~P6(x1982)+~P7(x1981)+P6(f6(x1981,x1982))
% 1.18/1.31 [199]~P6(x1991)+~P6(x1992)+P6(f5(x1991,x1992))
% 1.18/1.31 [200]~P6(x2002)+~P7(x2001)+E(f53(f6(x2001,x2002)),x2002)
% 1.18/1.31 [201]~P6(x2012)+~P7(x2011)+E(f4(f6(x2011,x2012)),x2011)
% 1.18/1.31 [228]~P6(x2282)+~P7(x2281)+E(f5(f6(x2281,a3),x2282),f6(x2281,x2282))
% 1.18/1.31 [175]P8(x1752,x1751)+~P6(x1752)+~P6(x1751)+E(x1751,x1752)
% 1.18/1.31 [176]P8(x1762,x1761)+~P7(x1762)+~P7(x1761)+E(x1761,x1762)
% 1.18/1.31 [195]~P6(x1952)+~P6(x1951)+~P8(x1951,x1952)+~E(x1951,x1952)
% 1.18/1.31 [196]~P7(x1962)+~P7(x1961)+~P14(x1961,x1962)+~E(x1961,x1962)
% 1.18/1.31 [197]~P7(x1972)+~P7(x1971)+~P8(x1971,x1972)+~E(x1971,x1972)
% 1.18/1.31 [206]~P7(x2061)+~P7(x2062)+~P11(x2062,x2061)+P10(x2061,x2062)
% 1.18/1.31 [207]~P7(x2071)+~P7(x2072)+~P10(x2072,x2071)+P11(x2071,x2072)
% 1.18/1.31 [208]~P7(x2082)+~P7(x2081)+~P14(x2081,x2082)+P11(x2081,x2082)
% 1.18/1.31 [209]~P7(x2091)+~P7(x2092)+~P12(x2092,x2091)+P14(x2091,x2092)
% 1.18/1.31 [210]~P7(x2101)+~P7(x2102)+~P14(x2102,x2101)+P12(x2101,x2102)
% 1.18/1.31 [219]~P14(x2191,x2192)+~P14(x2192,x2191)+~P7(x2191)+~P7(x2192)
% 1.18/1.31 [220]~P12(x2201,x2202)+~P12(x2202,x2201)+~P7(x2201)+~P7(x2202)
% 1.18/1.31 [192]~P6(x1921)+~P6(x1922)+E(a3,x1921)+~E(f5(x1922,x1921),a3)
% 1.18/1.31 [193]~P6(x1932)+~P6(x1931)+E(a3,x1931)+~E(f5(x1931,x1932),a3)
% 1.18/1.31 [194]~P6(x1941)+~P7(x1942)+P15(x1941)+~E(f6(x1942,a3),x1941)
% 1.18/1.31 [203]~P6(x2032)+~P7(x2031)+~E(a3,x2032)+P4(f6(x2031,x2032))
% 1.18/1.31 [204]~P6(x2042)+~P7(x2041)+~E(a3,x2042)+P18(f6(x2041,x2042))
% 1.18/1.31 [205]~P6(x2051)+~P6(x2052)+E(a3,x2051)+E(f4(f5(x2051,x2052)),f4(x2051))
% 1.18/1.31 [230]~P6(x2301)+~P6(x2302)+E(a3,x2301)+E(f53(f5(x2301,x2302)),f5(f53(x2301),x2302))
% 1.18/1.31 [237]~P6(x2371)+~P6(x2372)+~P9(x2372,x2371)+E(f5(x2371,f40(x2372,x2371)),x2372)
% 1.18/1.31 [238]~P6(x2382)+~P6(x2381)+~P16(x2381,x2382)+E(f5(f39(x2381,x2382),x2382),x2381)
% 1.18/1.31 [267]~P6(x2672)+~P6(x2671)+~P17(x2671,x2672)+E(f5(f5(f38(x2671,x2672),x2672),f37(x2672,x2671)),x2671)
% 1.18/1.31 [266]~P6(x2661)+~P7(x2662)+~P13(x2661,x2662)+E(f5(f36(x2661,x2662),f6(x2662,f35(x2662,x2661))),x2661)
% 1.18/1.31 [256]~P6(x2563)+~P6(x2562)+~P7(x2561)+E(f6(x2561,f5(x2562,x2563)),f5(f6(x2561,x2562),x2563))
% 1.18/1.31 [257]~P6(x2571)+~P6(x2572)+~P6(x2573)+E(f5(f5(x2571,x2572),x2573),f5(x2571,f5(x2572,x2573)))
% 1.18/1.31 [218]P14(x2181,x2182)+~P7(x2182)+~P7(x2181)+~P11(x2181,x2182)+E(x2181,x2182)
% 1.18/1.31 [223]~P6(x2232)+~P6(x2231)+~P17(x2232,x2231)+~P17(x2231,x2232)+E(x2231,x2232)
% 1.18/1.31 [224]~P6(x2242)+~P6(x2241)+~P16(x2242,x2241)+~P16(x2241,x2242)+E(x2241,x2242)
% 1.18/1.31 [225]~P6(x2252)+~P6(x2251)+~P9(x2252,x2251)+~P9(x2251,x2252)+E(x2251,x2252)
% 1.18/1.31 [226]~P7(x2262)+~P7(x2261)+~P10(x2262,x2261)+~P10(x2261,x2262)+E(x2261,x2262)
% 1.18/1.31 [227]~P7(x2272)+~P7(x2271)+~P11(x2272,x2271)+~P11(x2271,x2272)+E(x2271,x2272)
% 1.18/1.31 [177]~P6(x1772)+~P6(x1771)+~E(a3,x1772)+~E(a3,x1771)+E(f5(x1771,x1772),a3)
% 1.18/1.31 [233]P4(x2331)+~P6(x2331)+~P7(x2332)+E(a3,x2331)+~P4(f6(x2332,x2331))
% 1.18/1.31 [234]P18(x2341)+~P6(x2341)+~P7(x2342)+E(a3,x2341)+~P18(f6(x2342,x2341))
% 1.18/1.31 [247]~P6(x2471)+~P7(x2472)+E(a3,x2471)+P11(x2472,f4(x2471))+~P18(f6(x2472,x2471))
% 1.18/1.31 [248]~P6(x2481)+~P7(x2482)+E(a3,x2481)+P14(x2482,f4(x2481))+~P4(f6(x2482,x2481))
% 1.18/1.31 [221]~P6(x2211)+~P6(x2212)+~P6(x2213)+P16(x2211,x2212)+~E(f5(x2213,x2212),x2211)
% 1.18/1.31 [222]~P6(x2221)+~P6(x2223)+~P6(x2222)+P9(x2221,x2222)+~E(f5(x2222,x2223),x2221)
% 1.18/1.31 [229]~E(x2293,x2291)+~P6(x2292)+~P7(x2291)+~P7(x2293)+P13(f6(x2291,x2292),x2293)
% 1.18/1.31 [231]~P6(x2312)+~P6(x2311)+~P6(x2313)+E(x2311,x2312)+~E(f5(x2313,x2311),f5(x2313,x2312))
% 1.18/1.31 [232]~P6(x2322)+~P6(x2323)+~P6(x2321)+E(x2321,x2322)+~E(f5(x2321,x2323),f5(x2322,x2323))
% 1.18/1.31 [249]~P6(x2491)+~P6(x2493)+~P6(x2492)+~P16(x2492,x2493)+P16(f5(x2491,x2492),x2493)
% 1.18/1.31 [250]~P6(x2502)+~P6(x2503)+~P6(x2501)+~P9(x2501,x2503)+P9(f5(x2501,x2502),x2503)
% 1.18/1.31 [251]~P6(x2512)+~P7(x2511)+~P7(x2513)+~P13(x2512,x2513)+P13(f6(x2511,x2512),x2513)
% 1.18/1.31 [252]~P6(x2521)+~P6(x2522)+~P7(x2523)+~P13(x2522,x2523)+P13(f5(x2521,x2522),x2523)
% 1.18/1.31 [253]~P6(x2532)+~P6(x2531)+~P7(x2533)+~P13(x2531,x2533)+P13(f5(x2531,x2532),x2533)
% 1.18/1.31 [254]~P4(x2541)+~P6(x2541)+~P7(x2542)+~P14(x2542,f4(x2541))+E(a3,x2541)+P4(f6(x2542,x2541))
% 1.18/1.31 [255]~P18(x2551)+~P6(x2551)+~P7(x2552)+~P11(x2552,f4(x2551))+E(a3,x2551)+P18(f6(x2552,x2551))
% 1.18/1.31 [239]~P7(x2392)+~P7(x2391)+~P10(x2393,x2392)+~P10(x2391,x2393)+P10(x2391,x2392)+~P7(x2393)
% 1.18/1.31 [240]~P6(x2402)+~P6(x2401)+~P17(x2403,x2402)+~P17(x2401,x2403)+P17(x2401,x2402)+~P6(x2403)
% 1.18/1.31 [241]~P6(x2412)+~P6(x2411)+~P16(x2413,x2412)+~P16(x2411,x2413)+P16(x2411,x2412)+~P6(x2413)
% 1.18/1.31 [242]~P6(x2422)+~P6(x2421)+~P9(x2423,x2422)+~P9(x2421,x2423)+P9(x2421,x2422)+~P6(x2423)
% 1.18/1.31 [243]~P7(x2432)+~P7(x2431)+~P11(x2433,x2432)+~P11(x2431,x2433)+P11(x2431,x2432)+~P7(x2433)
% 1.18/1.31 [244]~P7(x2442)+~P7(x2441)+~P11(x2441,x2443)+~P14(x2443,x2442)+P14(x2441,x2442)+~P7(x2443)
% 1.18/1.31 [245]~P7(x2452)+~P7(x2451)+~P14(x2453,x2452)+~P14(x2451,x2453)+P14(x2451,x2452)+~P7(x2453)
% 1.18/1.31 [246]~P7(x2462)+~P7(x2461)+~P12(x2463,x2462)+~P12(x2461,x2463)+P12(x2461,x2462)+~P7(x2463)
% 1.18/1.31 [258]~P6(x2583)+~P7(x2582)+~P7(x2581)+E(x2581,x2582)+P13(x2583,x2582)+~P13(f6(x2581,x2583),x2582)
% 1.18/1.31 [261]~P6(x2611)+~P6(x2613)+~P7(x2612)+P13(x2611,x2612)+P13(x2613,x2612)+~P13(f5(x2613,x2611),x2612)
% 1.18/1.31 [235]~P6(x2352)+~P6(x2351)+~P7(x2354)+~P7(x2353)+E(x2351,x2352)+~E(f6(x2353,x2351),f6(x2354,x2352))
% 1.18/1.31 [236]~P6(x2364)+~P6(x2363)+~P7(x2362)+~P7(x2361)+E(x2361,x2362)+~E(f6(x2361,x2363),f6(x2362,x2364))
% 1.18/1.31 [263]~P7(x2632)+~P7(x2631)+E(x2631,x2632)+~P6(x2633)+~P6(x2634)+~P9(f6(x2631,x2634),f6(x2632,x2633))
% 1.18/1.31 [265]~P6(x2652)+~P6(x2651)+P9(x2651,x2652)+~P7(x2653)+~P7(x2654)+~P9(f6(x2654,x2651),f6(x2653,x2652))
% 1.18/1.31 [259]~P6(x2591)+~P6(x2594)+~P6(x2593)+~P7(x2592)+P13(x2591,x2592)+~E(f5(x2593,f6(x2592,x2594)),x2591)
% 1.18/1.31 [260]~P6(x2601)+~P6(x2604)+~P6(x2602)+~P6(x2603)+P17(x2601,x2602)+~E(f5(f5(x2603,x2602),x2604),x2601)
% 1.18/1.31 [264]~P6(x2641)+~P6(x2643)+~P6(x2644)+~P6(x2642)+~P17(x2642,x2644)+P17(f5(f5(x2641,x2642),x2643),x2644)
% 1.18/1.31 [202]~P6(x2022)+~P6(x2021)+E(x2021,x2022)+E(a3,x2022)+E(a3,x2021)+~E(f53(x2021),f53(x2022))+~E(f4(x2021),f4(x2022))
% 1.18/1.31 [262]~E(x2621,x2623)+~P6(x2624)+~P6(x2622)+~P7(x2623)+~P7(x2621)+~P9(x2622,x2624)+P9(f6(x2621,x2622),f6(x2623,x2624))
% 1.18/1.31 [276]~P2(x2765)+~P6(x2765)+~P6(x2764)+~P6(x2763)+~P6(x2761)+~P7(x2762)+~E(f5(f5(x2761,f6(x2762,x2763)),f6(x2762,x2764)),x2765)
% 1.18/1.31 [269]~P1(x2695)+~P6(x2695)+~P6(x2694)+~P6(x2693)+~P7(x2692)+~P7(x2691)+E(x2691,x2692)+~E(f5(x2693,f6(x2691,f6(x2692,x2694))),x2695)
% 1.18/1.31 [277]~P18(x2776)+~P6(x2776)+~P6(x2775)+~P6(x2774)+~P6(x2773)+~P7(x2772)+~P7(x2771)+P11(x2771,x2772)+~E(f5(f5(x2773,f6(x2771,x2774)),f6(x2772,x2775)),x2776)
% 1.18/1.31 [278]~P4(x2786)+~P6(x2786)+~P6(x2785)+~P6(x2784)+~P6(x2783)+~P7(x2782)+~P7(x2781)+P14(x2781,x2782)+~E(f5(f5(x2783,f6(x2781,x2784)),f6(x2782,x2785)),x2786)
% 1.18/1.31 [279]P11(x2792,x2791)+~P19(x2796)+~P6(x2796)+~P6(x2795)+~P6(x2794)+~P6(x2793)+~P7(x2791)+~P7(x2792)+P11(x2791,x2792)+~E(f5(f5(x2793,f6(x2792,x2794)),f6(x2791,x2795)),x2796)
% 1.18/1.31 [280]P14(x2802,x2801)+~P5(x2806)+~P6(x2806)+~P6(x2805)+~P6(x2804)+~P6(x2803)+~P7(x2801)+~P7(x2802)+P14(x2801,x2802)+~E(f5(f5(x2803,f6(x2802,x2804)),f6(x2801,x2805)),x2806)
% 1.18/1.31 [281]~P3(x2816)+~P6(x2816)+~P6(x2815)+~P6(x2813)+~P6(x2811)+~P7(x2814)+~P7(x2812)+~P11(x2814,x2812)+~P11(x2812,x2814)+~E(f5(f5(x2811,f6(x2812,x2813)),f6(x2814,x2815)),x2816)
% 1.18/1.31 %EqnAxiom
% 1.18/1.31 [1]E(x11,x11)
% 1.18/1.31 [2]E(x22,x21)+~E(x21,x22)
% 1.18/1.31 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 1.18/1.31 [4]~E(x41,x42)+E(f11(x41),f11(x42))
% 1.18/1.31 [5]~E(x51,x52)+E(f12(x51),f12(x52))
% 1.18/1.31 [6]~E(x61,x62)+E(f13(x61),f13(x62))
% 1.18/1.31 [7]~E(x71,x72)+E(f14(x71),f14(x72))
% 1.18/1.31 [8]~E(x81,x82)+E(f15(x81),f15(x82))
% 1.18/1.31 [9]~E(x91,x92)+E(f16(x91),f16(x92))
% 1.18/1.31 [10]~E(x101,x102)+E(f17(x101),f17(x102))
% 1.18/1.31 [11]~E(x111,x112)+E(f18(x111),f18(x112))
% 1.18/1.31 [12]~E(x121,x122)+E(f19(x121),f19(x122))
% 1.18/1.31 [13]~E(x131,x132)+E(f20(x131),f20(x132))
% 1.18/1.31 [14]~E(x141,x142)+E(f21(x141),f21(x142))
% 1.18/1.31 [15]~E(x151,x152)+E(f22(x151),f22(x152))
% 1.18/1.31 [16]~E(x161,x162)+E(f23(x161),f23(x162))
% 1.18/1.31 [17]~E(x171,x172)+E(f24(x171),f24(x172))
% 1.18/1.31 [18]~E(x181,x182)+E(f25(x181),f25(x182))
% 1.18/1.31 [19]~E(x191,x192)+E(f26(x191),f26(x192))
% 1.18/1.32 [20]~E(x201,x202)+E(f27(x201),f27(x202))
% 1.18/1.32 [21]~E(x211,x212)+E(f28(x211),f28(x212))
% 1.18/1.32 [22]~E(x221,x222)+E(f29(x221),f29(x222))
% 1.18/1.32 [23]~E(x231,x232)+E(f30(x231),f30(x232))
% 1.18/1.32 [24]~E(x241,x242)+E(f31(x241),f31(x242))
% 1.18/1.32 [25]~E(x251,x252)+E(f52(x251),f52(x252))
% 1.18/1.32 [26]~E(x261,x262)+E(f50(x261),f50(x262))
% 1.18/1.32 [27]~E(x271,x272)+E(f51(x271),f51(x272))
% 1.18/1.32 [28]~E(x281,x282)+E(f49(x281),f49(x282))
% 1.18/1.32 [29]~E(x291,x292)+E(f47(x291),f47(x292))
% 1.18/1.32 [30]~E(x301,x302)+E(f48(x301),f48(x302))
% 1.18/1.32 [31]~E(x311,x312)+E(f45(x311),f45(x312))
% 1.18/1.32 [32]~E(x321,x322)+E(f46(x321),f46(x322))
% 1.18/1.32 [33]~E(x331,x332)+E(f43(x331),f43(x332))
% 1.18/1.32 [34]~E(x341,x342)+E(f44(x341),f44(x342))
% 1.18/1.32 [35]~E(x351,x352)+E(f41(x351),f41(x352))
% 1.18/1.32 [36]~E(x361,x362)+E(f42(x361),f42(x362))
% 1.18/1.32 [37]~E(x371,x372)+E(f32(x371),f32(x372))
% 1.18/1.32 [38]~E(x381,x382)+E(f33(x381),f33(x382))
% 1.18/1.32 [39]~E(x391,x392)+E(f34(x391),f34(x392))
% 1.18/1.32 [40]~E(x401,x402)+E(f37(x401,x403),f37(x402,x403))
% 1.18/1.32 [41]~E(x411,x412)+E(f37(x413,x411),f37(x413,x412))
% 1.18/1.32 [42]~E(x421,x422)+E(f38(x421,x423),f38(x422,x423))
% 1.18/1.32 [43]~E(x431,x432)+E(f38(x433,x431),f38(x433,x432))
% 1.18/1.32 [44]~E(x441,x442)+E(f39(x441,x443),f39(x442,x443))
% 1.18/1.32 [45]~E(x451,x452)+E(f39(x453,x451),f39(x453,x452))
% 1.18/1.32 [46]~E(x461,x462)+E(f40(x461,x463),f40(x462,x463))
% 1.18/1.32 [47]~E(x471,x472)+E(f40(x473,x471),f40(x473,x472))
% 1.18/1.32 [48]~E(x481,x482)+E(f35(x481,x483),f35(x482,x483))
% 1.18/1.32 [49]~E(x491,x492)+E(f35(x493,x491),f35(x493,x492))
% 1.18/1.32 [50]~E(x501,x502)+E(f36(x501,x503),f36(x502,x503))
% 1.18/1.32 [51]~E(x511,x512)+E(f36(x513,x511),f36(x513,x512))
% 1.18/1.32 [52]~E(x521,x522)+E(f53(x521),f53(x522))
% 1.18/1.32 [53]~E(x531,x532)+E(f6(x531,x533),f6(x532,x533))
% 1.18/1.32 [54]~E(x541,x542)+E(f6(x543,x541),f6(x543,x542))
% 1.18/1.32 [55]~E(x551,x552)+E(f4(x551),f4(x552))
% 1.18/1.32 [56]~E(x561,x562)+E(f5(x561,x563),f5(x562,x563))
% 1.18/1.32 [57]~E(x571,x572)+E(f5(x573,x571),f5(x573,x572))
% 1.18/1.32 [58]~P1(x581)+P1(x582)+~E(x581,x582)
% 1.18/1.32 [59]~P2(x591)+P2(x592)+~E(x591,x592)
% 1.18/1.32 [60]~P4(x601)+P4(x602)+~E(x601,x602)
% 1.18/1.32 [61]~P18(x611)+P18(x612)+~E(x611,x612)
% 1.18/1.32 [62]~P5(x621)+P5(x622)+~E(x621,x622)
% 1.18/1.32 [63]~P19(x631)+P19(x632)+~E(x631,x632)
% 1.18/1.32 [64]~P3(x641)+P3(x642)+~E(x641,x642)
% 1.18/1.32 [65]~P6(x651)+P6(x652)+~E(x651,x652)
% 1.18/1.32 [66]~P7(x661)+P7(x662)+~E(x661,x662)
% 1.18/1.32 [67]P11(x672,x673)+~E(x671,x672)+~P11(x671,x673)
% 1.18/1.32 [68]P11(x683,x682)+~E(x681,x682)+~P11(x683,x681)
% 1.18/1.32 [69]P14(x692,x693)+~E(x691,x692)+~P14(x691,x693)
% 1.18/1.32 [70]P14(x703,x702)+~E(x701,x702)+~P14(x703,x701)
% 1.18/1.32 [71]P9(x712,x713)+~E(x711,x712)+~P9(x711,x713)
% 1.18/1.32 [72]P9(x723,x722)+~E(x721,x722)+~P9(x723,x721)
% 1.18/1.32 [73]P13(x732,x733)+~E(x731,x732)+~P13(x731,x733)
% 1.18/1.32 [74]P13(x743,x742)+~E(x741,x742)+~P13(x743,x741)
% 1.18/1.32 [75]P12(x752,x753)+~E(x751,x752)+~P12(x751,x753)
% 1.18/1.32 [76]P12(x763,x762)+~E(x761,x762)+~P12(x763,x761)
% 1.18/1.32 [77]P10(x772,x773)+~E(x771,x772)+~P10(x771,x773)
% 1.18/1.32 [78]P10(x783,x782)+~E(x781,x782)+~P10(x783,x781)
% 1.18/1.32 [79]P16(x792,x793)+~E(x791,x792)+~P16(x791,x793)
% 1.18/1.32 [80]P16(x803,x802)+~E(x801,x802)+~P16(x803,x801)
% 1.18/1.32 [81]~P15(x811)+P15(x812)+~E(x811,x812)
% 1.18/1.32 [82]P17(x822,x823)+~E(x821,x822)+~P17(x821,x823)
% 1.18/1.32 [83]P17(x833,x832)+~E(x831,x832)+~P17(x833,x831)
% 1.18/1.32 [84]P8(x842,x843)+~E(x841,x842)+~P8(x841,x843)
% 1.18/1.32 [85]P8(x853,x852)+~E(x851,x852)+~P8(x853,x851)
% 1.18/1.32
% 1.18/1.32 %-------------------------------------------
% 1.18/1.32 cnf(282,plain,
% 1.18/1.32 (E(a2,a1)),
% 1.18/1.32 inference(scs_inference,[],[86,2])).
% 1.18/1.32 cnf(283,plain,
% 1.18/1.32 (~P14(a9,a9)),
% 1.18/1.32 inference(scs_inference,[],[86,100,2,174])).
% 1.18/1.32 cnf(286,plain,
% 1.18/1.32 (~E(a7,a3)),
% 1.18/1.32 inference(scs_inference,[],[86,87,97,138,95,100,2,174,84,195])).
% 1.18/1.32 cnf(288,plain,
% 1.18/1.32 (P8(a1,a3)),
% 1.18/1.32 inference(scs_inference,[],[86,87,97,138,95,100,2,174,84,195,173])).
% 1.18/1.32 cnf(289,plain,
% 1.18/1.32 (P16(a8,a1)),
% 1.18/1.32 inference(scs_inference,[],[86,87,97,138,95,100,2,174,84,195,173,172])).
% 1.18/1.32 cnf(290,plain,
% 1.18/1.32 (~P13(a3,a9)),
% 1.18/1.32 inference(scs_inference,[],[86,87,97,138,95,100,2,174,84,195,173,172,168])).
% 1.18/1.32 cnf(292,plain,
% 1.18/1.32 (P11(a9,a9)),
% 1.18/1.32 inference(scs_inference,[],[86,87,97,138,95,100,2,174,84,195,173,172,168,163])).
% 1.18/1.32 cnf(294,plain,
% 1.18/1.32 (P9(a2,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,87,96,97,138,95,100,2,174,84,195,173,172,168,163,162])).
% 1.18/1.32 cnf(296,plain,
% 1.18/1.32 (P16(a2,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,87,96,97,138,95,100,2,174,84,195,173,172,168,163,162,161])).
% 1.18/1.32 cnf(298,plain,
% 1.18/1.32 (P17(a2,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,87,96,97,138,95,100,2,174,84,195,173,172,168,163,162,161,160])).
% 1.18/1.32 cnf(306,plain,
% 1.18/1.32 (P17(a2,a3)),
% 1.18/1.32 inference(scs_inference,[],[86,87,96,97,138,95,100,2,174,84,195,173,172,168,163,162,161,160,159,156,155,154])).
% 1.18/1.32 cnf(326,plain,
% 1.18/1.32 (E(f5(x3261,a1),f5(x3261,a2))),
% 1.18/1.32 inference(scs_inference,[],[86,87,96,97,138,95,100,2,174,84,195,173,172,168,163,162,161,160,159,156,155,154,185,184,183,182,181,180,179,158,157,57])).
% 1.18/1.32 cnf(327,plain,
% 1.18/1.32 (E(f5(a1,x3271),f5(a2,x3271))),
% 1.18/1.32 inference(scs_inference,[],[86,87,96,97,138,95,100,2,174,84,195,173,172,168,163,162,161,160,159,156,155,154,185,184,183,182,181,180,179,158,157,57,56])).
% 1.18/1.32 cnf(381,plain,
% 1.18/1.32 (~E(a2,a7)),
% 1.18/1.32 inference(scs_inference,[],[86,87,96,97,138,147,95,100,2,174,84,195,173,172,168,163,162,161,160,159,156,155,154,185,184,183,182,181,180,179,158,157,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,80,79])).
% 1.18/1.32 cnf(465,plain,
% 1.18/1.32 (~E(f6(f52(x4651),f11(x4652)),f11(x4652))),
% 1.18/1.32 inference(scs_inference,[],[90,102,123,95,100,283,278,201,189])).
% 1.18/1.32 cnf(475,plain,
% 1.18/1.32 (E(f5(f5(f38(a2,a2),a2),f37(a2,a2)),a2)),
% 1.18/1.32 inference(scs_inference,[],[90,102,123,97,95,100,96,283,298,286,278,201,189,228,209,175,257,267])).
% 1.18/1.32 cnf(477,plain,
% 1.18/1.32 (P9(f5(a2,a2),a2)),
% 1.18/1.32 inference(scs_inference,[],[90,102,123,97,95,100,96,283,294,298,286,278,201,189,228,209,175,257,267,250])).
% 1.18/1.32 cnf(479,plain,
% 1.18/1.32 (P16(f5(a2,a2),a2)),
% 1.18/1.32 inference(scs_inference,[],[90,102,123,97,95,100,96,283,294,298,286,296,278,201,189,228,209,175,257,267,250,249])).
% 1.18/1.32 cnf(485,plain,
% 1.18/1.32 (~E(a9,a10)),
% 1.18/1.32 inference(scs_inference,[],[90,102,123,88,89,145,97,101,95,100,96,283,294,298,286,296,278,201,189,228,209,175,257,267,250,249,276,269,2])).
% 1.18/1.32 cnf(486,plain,
% 1.18/1.32 (P17(a1,a2)),
% 1.18/1.32 inference(scs_inference,[],[90,102,123,88,89,145,97,101,95,100,96,283,294,298,282,286,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82])).
% 1.18/1.32 cnf(487,plain,
% 1.18/1.32 (P9(a1,a2)),
% 1.18/1.32 inference(scs_inference,[],[90,102,123,88,89,145,97,101,95,100,96,283,294,298,282,286,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71])).
% 1.18/1.32 cnf(499,plain,
% 1.18/1.32 (~P8(a1,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,98,145,97,101,95,100,96,283,326,327,294,298,282,286,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195])).
% 1.18/1.32 cnf(507,plain,
% 1.18/1.32 (E(f5(f39(a2,a2),a2),a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238])).
% 1.18/1.32 cnf(509,plain,
% 1.18/1.32 (E(f5(a2,f40(a2,a2)),a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238,237])).
% 1.18/1.32 cnf(511,plain,
% 1.18/1.32 (P17(f5(f5(a2,a2),a2),a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238,237,264])).
% 1.18/1.32 cnf(513,plain,
% 1.18/1.32 (~E(a3,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,288,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238,237,264,85])).
% 1.18/1.32 cnf(514,plain,
% 1.18/1.32 (~P8(a2,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,288,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238,237,264,85,84])).
% 1.18/1.32 cnf(516,plain,
% 1.18/1.32 (P16(a8,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,288,289,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238,237,264,85,84,83,80])).
% 1.18/1.32 cnf(520,plain,
% 1.18/1.32 (~P9(a3,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,288,289,292,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238,237,264,85,84,83,80,79,72,67,171])).
% 1.18/1.32 cnf(524,plain,
% 1.18/1.32 (~P17(a3,a2)),
% 1.18/1.32 inference(scs_inference,[],[86,90,102,123,88,89,146,98,145,97,101,95,100,96,283,326,327,294,298,282,286,288,289,292,296,278,201,189,228,209,175,257,267,250,249,276,269,2,82,71,3,200,199,198,188,195,176,194,256,238,237,264,85,84,83,80,79,72,67,171,170,169])).
% 1.18/1.32 cnf(579,plain,
% 1.18/1.32 (E(f5(f39(a8,a2),a2),a8)),
% 1.18/1.32 inference(scs_inference,[],[103,141,142,124,92,99,89,98,95,100,96,513,509,507,486,516,520,283,153,151,187,186,222,280,221,257,267,265,276,238])).
% 1.18/1.32 cnf(581,plain,
% 1.18/1.32 (E(a8,a7)),
% 1.18/1.32 inference(scs_inference,[],[87,103,141,142,124,92,99,89,98,95,100,96,513,509,507,486,516,520,283,153,151,187,186,222,280,221,257,267,265,276,238,2])).
% 1.18/1.32 cnf(586,plain,
% 1.18/1.32 (E(f5(a2,f40(a1,a2)),a1)),
% 1.18/1.32 inference(scs_inference,[],[87,103,141,142,124,92,99,89,146,98,95,100,96,513,509,507,486,487,516,520,283,153,151,187,186,222,280,221,257,267,265,276,238,2,194,256,237])).
% 1.18/1.32 cnf(621,plain,
% 1.18/1.32 (~P14(f50(x6211),f50(x6211))),
% 1.18/1.32 inference(scs_inference,[],[87,103,141,142,124,92,99,147,89,146,98,282,97,145,101,95,100,96,513,477,511,475,509,290,485,499,479,507,381,486,487,514,516,520,524,283,153,151,187,186,222,280,221,257,267,265,276,238,2,194,256,237,83,82,80,79,72,71,3,85,84,178,193,192,230,258,205,176,175,166,210,208,197,196])).
% 1.18/1.32 cnf(637,plain,
% 1.18/1.32 (P7(f50(x6371))),
% 1.18/1.32 inference(rename_variables,[],[124])).
% 1.18/1.32 cnf(653,plain,
% 1.18/1.32 ($false),
% 1.18/1.32 inference(scs_inference,[],[104,125,141,142,92,99,147,89,98,282,97,124,637,95,96,621,465,306,579,586,581,516,513,241,222,209,280,221,205,230,276,2,82,79]),
% 1.18/1.32 ['proof']).
% 1.18/1.32 % SZS output end Proof
% 1.18/1.32 % Total time :0.630000s
%------------------------------------------------------------------------------