TSTP Solution File: SWV163+1 by CSE---1.6
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%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SWV163+1 : TPTP v8.1.2. Bugfixed v3.3.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n031.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 21:32:03 EDT 2023
% Result : Theorem 1.38s 1.45s
% Output : CNFRefutation 1.38s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.12/0.13 % Problem : SWV163+1 : TPTP v8.1.2. Bugfixed v3.3.0.
% 0.12/0.13 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.13/0.34 % Computer : n031.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 300
% 0.13/0.34 % DateTime : Tue Aug 29 04:02:55 EDT 2023
% 0.13/0.34 % CPUTime :
% 0.20/0.56 start to proof:theBenchmark
% 1.21/1.44 %-------------------------------------------
% 1.21/1.44 % File :CSE---1.6
% 1.21/1.44 % Problem :theBenchmark
% 1.21/1.44 % Transform :cnf
% 1.21/1.44 % Format :tptp:raw
% 1.21/1.44 % Command :java -jar mcs_scs.jar %d %s
% 1.21/1.44
% 1.21/1.44 % Result :Theorem 0.680000s
% 1.21/1.44 % Output :CNFRefutation 0.680000s
% 1.21/1.44 %-------------------------------------------
% 1.21/1.44 %------------------------------------------------------------------------------
% 1.21/1.44 % File : SWV163+1 : TPTP v8.1.2. Bugfixed v3.3.0.
% 1.21/1.44 % Domain : Software Verification
% 1.21/1.44 % Problem : Simplified proof obligation cl5_nebula_norm_0013
% 1.21/1.44 % Version : [DFS04] axioms : Especial.
% 1.21/1.44 % English : Proof obligation emerging from the norm-safety verification for
% 1.21/1.44 % the cl5_nebula program. norm-safety ensures that the contents of
% 1.21/1.44 % certain one-dimensional arrays add up to one.
% 1.21/1.44
% 1.21/1.44 % Refs : [Fis04] Fischer (2004), Email to G. Sutcliffe
% 1.21/1.44 % : [DFS04] Denney et al. (2004), Using Automated Theorem Provers
% 1.21/1.44 % Source : [Fis04]
% 1.21/1.44 % Names : cl5_nebula_norm_0013 [Fis04]
% 1.21/1.44
% 1.21/1.44 % Status : Theorem
% 1.21/1.44 % Rating : 0.08 v8.1.0, 0.06 v7.4.0, 0.03 v7.1.0, 0.04 v7.0.0, 0.03 v6.4.0, 0.08 v6.3.0, 0.12 v6.2.0, 0.20 v6.1.0, 0.13 v6.0.0, 0.09 v5.5.0, 0.22 v5.4.0, 0.29 v5.3.0, 0.33 v5.2.0, 0.15 v5.1.0, 0.19 v5.0.0, 0.25 v4.1.0, 0.26 v4.0.1, 0.30 v4.0.0, 0.33 v3.7.0, 0.30 v3.5.0, 0.32 v3.3.0
% 1.21/1.44 % Syntax : Number of formulae : 92 ( 56 unt; 0 def)
% 1.21/1.44 % Number of atoms : 264 ( 82 equ)
% 1.21/1.44 % Maximal formula atoms : 20 ( 2 avg)
% 1.21/1.44 % Number of connectives : 177 ( 5 ~; 17 |; 96 &)
% 1.21/1.44 % ( 5 <=>; 54 =>; 0 <=; 0 <~>)
% 1.21/1.44 % Maximal formula depth : 18 ( 4 avg)
% 1.21/1.44 % Maximal term depth : 9 ( 1 avg)
% 1.21/1.44 % Number of predicates : 6 ( 5 usr; 1 prp; 0-2 aty)
% 1.21/1.44 % Number of functors : 37 ( 37 usr; 16 con; 0-4 aty)
% 1.21/1.44 % Number of variables : 170 ( 170 !; 0 ?)
% 1.21/1.44 % SPC : FOF_THM_RFO_SEQ
% 1.21/1.44
% 1.21/1.44 % Comments :
% 1.21/1.44 % Bugfixes : v3.3.0 - Bugfix in SWV003+0
% 1.21/1.44 %------------------------------------------------------------------------------
% 1.21/1.44 %----Include NASA software certification axioms
% 1.21/1.44 include('Axioms/SWV003+0.ax').
% 1.21/1.44 %------------------------------------------------------------------------------
% 1.21/1.44 %----Proof obligation generated by the AutoBayes/AutoFilter system
% 1.21/1.44 fof(cl5_nebula_norm_0013,conjecture,
% 1.21/1.44 ( ( leq(n0,pv10)
% 1.21/1.44 & leq(pv10,n135299)
% 1.21/1.44 & ! [A] :
% 1.21/1.44 ( ( leq(n0,A)
% 1.21/1.44 & leq(A,pred(pv10)) )
% 1.21/1.44 => sum(n0,n4,a_select3(q,A,tptp_sum_index)) = n1 ) )
% 1.21/1.44 => ! [B] :
% 1.21/1.44 ( ( leq(n0,B)
% 1.21/1.44 & leq(B,tptp_minus_1) )
% 1.38/1.44 => a_select3(q,pv10,B) = divide(sqrt(times(minus(a_select3(center,B,n0),a_select2(x,pv10)),minus(a_select3(center,B,n0),a_select2(x,pv10)))),sum(n0,n4,sqrt(times(minus(a_select3(center,tptp_sum_index,n0),a_select2(x,pv10)),minus(a_select3(center,tptp_sum_index,n0),a_select2(x,pv10)))))) ) ) ).
% 1.38/1.44
% 1.38/1.44 %----Automatically generated axioms
% 1.38/1.44
% 1.38/1.44 fof(gt_5_4,axiom,
% 1.38/1.44 gt(n5,n4) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_135299_4,axiom,
% 1.38/1.44 gt(n135299,n4) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_135299_5,axiom,
% 1.38/1.44 gt(n135299,n5) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_4_tptp_minus_1,axiom,
% 1.38/1.44 gt(n4,tptp_minus_1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_5_tptp_minus_1,axiom,
% 1.38/1.44 gt(n5,tptp_minus_1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_135299_tptp_minus_1,axiom,
% 1.38/1.44 gt(n135299,tptp_minus_1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_0_tptp_minus_1,axiom,
% 1.38/1.44 gt(n0,tptp_minus_1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_1_tptp_minus_1,axiom,
% 1.38/1.44 gt(n1,tptp_minus_1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_2_tptp_minus_1,axiom,
% 1.38/1.44 gt(n2,tptp_minus_1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_3_tptp_minus_1,axiom,
% 1.38/1.44 gt(n3,tptp_minus_1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_4_0,axiom,
% 1.38/1.44 gt(n4,n0) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_5_0,axiom,
% 1.38/1.44 gt(n5,n0) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_135299_0,axiom,
% 1.38/1.44 gt(n135299,n0) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_1_0,axiom,
% 1.38/1.44 gt(n1,n0) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_2_0,axiom,
% 1.38/1.44 gt(n2,n0) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_3_0,axiom,
% 1.38/1.44 gt(n3,n0) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_4_1,axiom,
% 1.38/1.44 gt(n4,n1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_5_1,axiom,
% 1.38/1.44 gt(n5,n1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_135299_1,axiom,
% 1.38/1.44 gt(n135299,n1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_2_1,axiom,
% 1.38/1.44 gt(n2,n1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_3_1,axiom,
% 1.38/1.44 gt(n3,n1) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_4_2,axiom,
% 1.38/1.44 gt(n4,n2) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_5_2,axiom,
% 1.38/1.44 gt(n5,n2) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_135299_2,axiom,
% 1.38/1.44 gt(n135299,n2) ).
% 1.38/1.44
% 1.38/1.44 fof(gt_3_2,axiom,
% 1.38/1.44 gt(n3,n2) ).
% 1.38/1.45
% 1.38/1.45 fof(gt_4_3,axiom,
% 1.38/1.45 gt(n4,n3) ).
% 1.38/1.45
% 1.38/1.45 fof(gt_5_3,axiom,
% 1.38/1.45 gt(n5,n3) ).
% 1.38/1.45
% 1.38/1.45 fof(gt_135299_3,axiom,
% 1.38/1.45 gt(n135299,n3) ).
% 1.38/1.45
% 1.38/1.45 fof(finite_domain_4,axiom,
% 1.38/1.45 ! [X] :
% 1.38/1.45 ( ( leq(n0,X)
% 1.38/1.45 & leq(X,n4) )
% 1.38/1.45 => ( X = n0
% 1.38/1.45 | X = n1
% 1.38/1.45 | X = n2
% 1.38/1.45 | X = n3
% 1.38/1.45 | X = n4 ) ) ).
% 1.38/1.45
% 1.38/1.45 fof(finite_domain_5,axiom,
% 1.38/1.45 ! [X] :
% 1.38/1.45 ( ( leq(n0,X)
% 1.38/1.45 & leq(X,n5) )
% 1.38/1.45 => ( X = n0
% 1.38/1.45 | X = n1
% 1.38/1.45 | X = n2
% 1.38/1.45 | X = n3
% 1.38/1.45 | X = n4
% 1.38/1.45 | X = n5 ) ) ).
% 1.38/1.45
% 1.38/1.45 fof(finite_domain_0,axiom,
% 1.38/1.45 ! [X] :
% 1.38/1.45 ( ( leq(n0,X)
% 1.38/1.45 & leq(X,n0) )
% 1.38/1.45 => X = n0 ) ).
% 1.38/1.45
% 1.38/1.45 fof(finite_domain_1,axiom,
% 1.38/1.45 ! [X] :
% 1.38/1.45 ( ( leq(n0,X)
% 1.38/1.45 & leq(X,n1) )
% 1.38/1.45 => ( X = n0
% 1.38/1.45 | X = n1 ) ) ).
% 1.38/1.45
% 1.38/1.45 fof(finite_domain_2,axiom,
% 1.38/1.45 ! [X] :
% 1.38/1.45 ( ( leq(n0,X)
% 1.38/1.45 & leq(X,n2) )
% 1.38/1.45 => ( X = n0
% 1.38/1.45 | X = n1
% 1.38/1.45 | X = n2 ) ) ).
% 1.38/1.45
% 1.38/1.45 fof(finite_domain_3,axiom,
% 1.38/1.45 ! [X] :
% 1.38/1.45 ( ( leq(n0,X)
% 1.38/1.45 & leq(X,n3) )
% 1.38/1.45 => ( X = n0
% 1.38/1.45 | X = n1
% 1.38/1.45 | X = n2
% 1.38/1.45 | X = n3 ) ) ).
% 1.38/1.45
% 1.38/1.45 fof(successor_4,axiom,
% 1.38/1.45 succ(succ(succ(succ(n0)))) = n4 ).
% 1.38/1.45
% 1.38/1.45 fof(successor_5,axiom,
% 1.38/1.45 succ(succ(succ(succ(succ(n0))))) = n5 ).
% 1.38/1.45
% 1.38/1.45 fof(successor_1,axiom,
% 1.38/1.45 succ(n0) = n1 ).
% 1.38/1.45
% 1.38/1.45 fof(successor_2,axiom,
% 1.38/1.45 succ(succ(n0)) = n2 ).
% 1.38/1.45
% 1.38/1.45 fof(successor_3,axiom,
% 1.38/1.45 succ(succ(succ(n0))) = n3 ).
% 1.38/1.45
% 1.38/1.45 %------------------------------------------------------------------------------
% 1.38/1.45 %-------------------------------------------
% 1.38/1.45 % Proof found
% 1.38/1.45 % SZS status Theorem for theBenchmark
% 1.38/1.45 % SZS output start Proof
% 1.38/1.45 %ClaNum:354(EqnAxiom:151)
% 1.38/1.45 %VarNum:2800(SingletonVarNum:662)
% 1.38/1.45 %MaxLitNum:8
% 1.38/1.45 %MaxfuncDepth:6
% 1.38/1.45 %SharedTerms:78
% 1.38/1.45 %goalClause: 183 184 185 186 210 239
% 1.38/1.45 %singleGoalClaCount:5
% 1.38/1.45 [152]P1(a500)
% 1.38/1.45 [155]P2(a1,a45)
% 1.38/1.45 [156]P2(a38,a1)
% 1.38/1.45 [157]P2(a38,a45)
% 1.38/1.45 [158]P2(a40,a1)
% 1.38/1.45 [159]P2(a40,a45)
% 1.38/1.45 [160]P2(a40,a38)
% 1.38/1.45 [161]P2(a42,a1)
% 1.38/1.45 [162]P2(a42,a45)
% 1.38/1.45 [163]P2(a42,a38)
% 1.38/1.45 [164]P2(a42,a40)
% 1.38/1.45 [165]P2(a43,a1)
% 1.38/1.45 [166]P2(a43,a45)
% 1.38/1.45 [167]P2(a43,a38)
% 1.38/1.45 [168]P2(a43,a40)
% 1.38/1.45 [169]P2(a43,a42)
% 1.38/1.45 [170]P2(a44,a1)
% 1.38/1.45 [171]P2(a44,a45)
% 1.38/1.45 [172]P2(a44,a38)
% 1.38/1.45 [173]P2(a44,a40)
% 1.38/1.45 [174]P2(a44,a42)
% 1.38/1.45 [175]P2(a44,a43)
% 1.38/1.45 [176]P2(a41,a1)
% 1.38/1.45 [177]P2(a41,a45)
% 1.38/1.45 [178]P2(a41,a38)
% 1.38/1.45 [179]P2(a41,a40)
% 1.38/1.45 [180]P2(a41,a42)
% 1.38/1.45 [181]P2(a41,a43)
% 1.38/1.45 [182]P2(a41,a44)
% 1.38/1.45 [183]P5(a1,a46)
% 1.38/1.45 [184]P5(a1,a2)
% 1.38/1.45 [185]P5(a46,a41)
% 1.38/1.45 [186]P5(a2,a45)
% 1.38/1.45 [208]~E(a5,a60)
% 1.38/1.45 [153]E(f39(a1,a38),a38)
% 1.38/1.45 [154]E(f39(a45,a38),a1)
% 1.38/1.45 [189]E(f39(f39(a1,a38),a38),a40)
% 1.38/1.45 [197]E(f39(f39(f39(a1,a38),a38),a38),a42)
% 1.38/1.45 [201]E(f39(f39(f39(f39(a1,a38),a38),a38),a38),a43)
% 1.38/1.45 [204]E(f39(f39(f39(f39(f39(a1,a38),a38),a38),a38),a38),a44)
% 1.38/1.45 [210]~E(f7(f48(f51(f24(f4(a6,a2,a1),f3(a63,a46)),f24(f4(a6,a2,a1),f3(a63,a46)))),f47(a1,a43,f48(f51(f24(f4(a6,a56,a1),f3(a63,a46)),f24(f4(a6,a56,a1),f3(a63,a46)))))),f4(a49,a46,a2))
% 1.38/1.45 [187]P5(x1871,x1871)
% 1.38/1.45 [209]~P2(x2091,x2091)
% 1.38/1.45 [188]E(f39(a38,x1881),f39(x1881,a38))
% 1.38/1.45 [192]P2(f39(x1921,a38),x1921)
% 1.38/1.45 [195]E(f47(a1,a45,x1951),a50)
% 1.38/1.45 [196]E(f47(a1,a45,x1961),a1)
% 1.38/1.45 [190]E(f39(f24(x1901,a38),a38),x1901)
% 1.38/1.45 [191]E(f24(f39(x1911,a38),a38),x1911)
% 1.38/1.45 [193]E(f39(f39(x1931,a38),a38),f39(x1931,a40))
% 1.38/1.45 [194]E(f39(f39(x1941,a38),a38),f39(a40,x1941))
% 1.38/1.45 [198]E(f39(f39(f39(x1981,a38),a38),a38),f39(x1981,a42))
% 1.38/1.45 [199]E(f39(f39(f39(x1991,a38),a38),a38),f39(a42,x1991))
% 1.38/1.45 [202]E(f39(f39(f39(f39(x2021,a38),a38),a38),a38),f39(x2021,a43))
% 1.38/1.45 [203]E(f39(f39(f39(f39(x2031,a38),a38),a38),a38),f39(a43,x2031))
% 1.38/1.45 [205]E(f39(f39(f39(f39(f39(x2051,a38),a38),a38),a38),a38),f39(x2051,a44))
% 1.38/1.45 [206]E(f39(f39(f39(f39(f39(x2061,a38),a38),a38),a38),a38),f39(a44,x2061))
% 1.38/1.45 [200]E(f3(f55(x2001,x2002,x2003),x2002),x2003)
% 1.38/1.45 [207]E(f4(f59(x2071,x2072,x2073,x2074),x2072,x2073),x2074)
% 1.38/1.45 [212]~P6(x2122,x2121)+P2(x2121,x2122)
% 1.38/1.45 [213]~P2(x2132,x2131)+P5(x2131,x2132)
% 1.38/1.45 [214]~P3(x2142,x2141)+P5(x2141,x2142)
% 1.38/1.45 [215]~P2(x2152,x2151)+P6(x2151,x2152)
% 1.38/1.45 [216]~P5(x2162,x2161)+P3(x2161,x2162)
% 1.38/1.45 [224]~P5(a1,x2242)+P5(a1,f61(x2241,x2242))
% 1.38/1.45 [227]~P2(x2272,x2271)+P5(x2271,f24(x2272,a38))
% 1.38/1.45 [228]~P5(x2281,x2282)+P5(x2281,f39(x2282,a38))
% 1.38/1.45 [229]~P5(x2292,x2291)+P2(f39(x2291,a38),x2292)
% 1.38/1.45 [230]~P5(a1,x2302)+P5(f61(x2301,x2302),x2302)
% 1.38/1.45 [231]P2(x2311,x2312)+~P5(x2312,f24(x2311,a38))
% 1.38/1.45 [232]P2(x2321,x2322)+~P5(f39(x2322,a38),x2321)
% 1.38/1.45 [233]P5(x2331,x2332)+~P2(f39(x2332,a38),x2331)
% 1.38/1.45 [234]~P5(f24(x2342,x2341),x2342)+P5(a1,x2341)
% 1.38/1.45 [235]~P5(x2351,x2352)+P5(f39(x2351,a38),f39(x2352,a38))
% 1.38/1.45 [236]P5(x2361,x2362)+~P5(f39(x2361,a38),f39(x2362,a38))
% 1.38/1.45 [218]~P5(x2181,a1)+~P5(a1,x2181)+E(x2181,a1)
% 1.38/1.45 [239]~P5(a1,x2391)+~P5(x2391,f24(a46,a38))+E(f47(a1,a43,f4(a49,x2391,a56)),a38)
% 1.38/1.45 [211]P2(x2112,x2111)+P2(x2111,x2112)+E(x2111,x2112)
% 1.38/1.45 [217]P2(x2172,x2171)+~P5(x2171,x2172)+E(x2171,x2172)
% 1.38/1.45 [225]~P2(x2251,x2253)+P2(x2251,x2252)+~P2(x2253,x2252)
% 1.38/1.45 [226]~P5(x2261,x2263)+P5(x2261,x2262)+~P5(x2263,x2262)
% 1.38/1.45 [313]P4(x3131,x3132,x3133,x3134)+P5(a1,f26(x3134,x3133,x3132,x3131))+P5(a1,f27(x3134,x3133,x3132,x3131))
% 1.38/1.45 [314]P4(x3141,x3142,x3143,x3144)+P5(a1,f26(x3144,x3143,x3142,x3141))+P5(a1,f29(x3144,x3143,x3142,x3141))
% 1.38/1.45 [315]P4(x3151,x3152,x3153,x3154)+P5(a1,f28(x3154,x3153,x3152,x3151))+P5(a1,f27(x3154,x3153,x3152,x3151))
% 1.38/1.45 [316]P4(x3161,x3162,x3163,x3164)+P5(a1,f28(x3164,x3163,x3162,x3161))+P5(a1,f29(x3164,x3163,x3162,x3161))
% 1.38/1.45 [317]P4(x3171,x3172,x3173,x3174)+P5(f26(x3174,x3173,x3172,x3171),x3173)+P5(a1,f27(x3174,x3173,x3172,x3171))
% 1.38/1.45 [318]P4(x3181,x3182,x3183,x3184)+P5(f26(x3184,x3183,x3182,x3181),x3183)+P5(a1,f29(x3184,x3183,x3182,x3181))
% 1.38/1.45 [319]P4(x3191,x3192,x3193,x3194)+P5(f28(x3194,x3193,x3192,x3191),x3193)+P5(a1,f27(x3194,x3193,x3192,x3191))
% 1.38/1.45 [320]P4(x3201,x3202,x3203,x3204)+P5(f28(x3204,x3203,x3202,x3201),x3203)+P5(a1,f29(x3204,x3203,x3202,x3201))
% 1.38/1.45 [321]P4(x3211,x3212,x3213,x3214)+P5(f27(x3214,x3213,x3212,x3211),x3212)+P5(a1,f26(x3214,x3213,x3212,x3211))
% 1.38/1.45 [322]P4(x3221,x3222,x3223,x3224)+P5(f27(x3224,x3223,x3222,x3221),x3222)+P5(a1,f28(x3224,x3223,x3222,x3221))
% 1.38/1.45 [323]P4(x3231,x3232,x3233,x3234)+P5(f29(x3234,x3233,x3232,x3231),x3232)+P5(a1,f26(x3234,x3233,x3232,x3231))
% 1.38/1.45 [324]P4(x3241,x3242,x3243,x3244)+P5(f29(x3244,x3243,x3242,x3241),x3242)+P5(a1,f28(x3244,x3243,x3242,x3241))
% 1.38/1.45 [325]P4(x3251,x3252,x3253,x3254)+P5(f26(x3254,x3253,x3252,x3251),x3253)+P5(f27(x3254,x3253,x3252,x3251),x3252)
% 1.38/1.45 [326]P4(x3261,x3262,x3263,x3264)+P5(f26(x3264,x3263,x3262,x3261),x3263)+P5(f29(x3264,x3263,x3262,x3261),x3262)
% 1.38/1.45 [327]P4(x3271,x3272,x3273,x3274)+P5(f28(x3274,x3273,x3272,x3271),x3273)+P5(f27(x3274,x3273,x3272,x3271),x3272)
% 1.38/1.45 [328]P4(x3281,x3282,x3283,x3284)+P5(f28(x3284,x3283,x3282,x3281),x3283)+P5(f29(x3284,x3283,x3282,x3281),x3282)
% 1.38/1.45 [336]P4(x3361,x3362,x3363,x3364)+P5(a1,f27(x3364,x3363,x3362,x3361))+~E(f4(x3364,f28(x3364,x3363,x3362,x3361),f26(x3364,x3363,x3362,x3361)),f4(x3364,f26(x3364,x3363,x3362,x3361),f28(x3364,x3363,x3362,x3361)))
% 1.38/1.45 [337]P4(x3371,x3372,x3373,x3374)+P5(a1,f29(x3374,x3373,x3372,x3371))+~E(f4(x3374,f28(x3374,x3373,x3372,x3371),f26(x3374,x3373,x3372,x3371)),f4(x3374,f26(x3374,x3373,x3372,x3371),f28(x3374,x3373,x3372,x3371)))
% 1.38/1.45 [338]P4(x3381,x3382,x3383,x3384)+P5(a1,f26(x3384,x3383,x3382,x3381))+~E(f4(x3381,f29(x3384,x3383,x3382,x3381),f27(x3384,x3383,x3382,x3381)),f4(x3381,f27(x3384,x3383,x3382,x3381),f29(x3384,x3383,x3382,x3381)))
% 1.38/1.45 [339]P4(x3391,x3392,x3393,x3394)+P5(a1,f28(x3394,x3393,x3392,x3391))+~E(f4(x3391,f29(x3394,x3393,x3392,x3391),f27(x3394,x3393,x3392,x3391)),f4(x3391,f27(x3394,x3393,x3392,x3391),f29(x3394,x3393,x3392,x3391)))
% 1.38/1.45 [340]P4(x3401,x3402,x3403,x3404)+P5(f27(x3404,x3403,x3402,x3401),x3402)+~E(f4(x3404,f28(x3404,x3403,x3402,x3401),f26(x3404,x3403,x3402,x3401)),f4(x3404,f26(x3404,x3403,x3402,x3401),f28(x3404,x3403,x3402,x3401)))
% 1.38/1.45 [341]P4(x3411,x3412,x3413,x3414)+P5(f29(x3414,x3413,x3412,x3411),x3412)+~E(f4(x3414,f28(x3414,x3413,x3412,x3411),f26(x3414,x3413,x3412,x3411)),f4(x3414,f26(x3414,x3413,x3412,x3411),f28(x3414,x3413,x3412,x3411)))
% 1.38/1.45 [342]P4(x3421,x3422,x3423,x3424)+P5(f26(x3424,x3423,x3422,x3421),x3423)+~E(f4(x3421,f29(x3424,x3423,x3422,x3421),f27(x3424,x3423,x3422,x3421)),f4(x3421,f27(x3424,x3423,x3422,x3421),f29(x3424,x3423,x3422,x3421)))
% 1.38/1.45 [343]P4(x3431,x3432,x3433,x3434)+P5(f28(x3434,x3433,x3432,x3431),x3433)+~E(f4(x3431,f29(x3434,x3433,x3432,x3431),f27(x3434,x3433,x3432,x3431)),f4(x3431,f27(x3434,x3433,x3432,x3431),f29(x3434,x3433,x3432,x3431)))
% 1.38/1.45 [344]P4(x3441,x3442,x3443,x3444)+~E(f4(x3444,f28(x3444,x3443,x3442,x3441),f26(x3444,x3443,x3442,x3441)),f4(x3444,f26(x3444,x3443,x3442,x3441),f28(x3444,x3443,x3442,x3441)))+~E(f4(x3441,f29(x3444,x3443,x3442,x3441),f27(x3444,x3443,x3442,x3441)),f4(x3441,f27(x3444,x3443,x3442,x3441),f29(x3444,x3443,x3442,x3441)))
% 1.38/1.45 [237]~P5(x2374,x2372)+~P5(x2371,x2374)+E(f3(f52(f8(x2371,x2372),x2373),x2374),x2373)
% 1.38/1.45 [238]E(x2381,x2382)+~E(f3(x2383,x2382),x2385)+E(f3(f55(x2383,x2381,x2384),x2382),x2385)
% 1.38/1.45 [219]E(x2191,a38)+~P5(x2191,a38)+~P5(a1,x2191)+E(x2191,a1)
% 1.38/1.45 [292]~P5(x2924,x2922)+~P5(a1,x2924)+P5(a1,f20(x2924,x2922,x2921,x2923))+E(f3(f55(x2921,x2922,x2923),x2924),x2923)
% 1.38/1.45 [293]~P5(x2934,x2932)+P5(f20(x2934,x2932,x2931,x2933),x2932)+~P5(a1,x2934)+E(f3(f55(x2931,x2932,x2933),x2934),x2933)
% 1.38/1.45 [294]~P5(x2944,x2942)+~P5(a1,x2944)+~E(f3(x2941,f20(x2944,x2942,x2941,x2943)),x2943)+E(f3(f55(x2941,x2942,x2943),x2944),x2943)
% 1.38/1.45 [291]~E(x2914,x2916)+E(x2911,x2912)+~E(f4(x2913,x2912,x2916),x2917)+E(f4(f59(x2913,x2911,x2914,x2915),x2912,x2916),x2917)
% 1.38/1.45 [220]E(x2201,a38)+E(x2201,a40)+~P5(x2201,a40)+~P5(a1,x2201)+E(x2201,a1)
% 1.38/1.45 [248]~P5(x2487,x2484)+~P5(x2483,x2487)+~P5(x2486,x2482)+~P5(x2481,x2486)+E(f4(f53(f8(x2481,x2482),f8(x2483,x2484),x2485),x2486,x2487),x2485)
% 1.38/1.45 [221]E(x2211,a38)+E(x2211,a40)+E(x2211,a42)+~P5(x2211,a42)+~P5(a1,x2211)+E(x2211,a1)
% 1.38/1.45 [240]~P5(x2403,x2404)+~P5(x2402,x2404)+~P5(a1,x2403)+~P5(a1,x2402)+E(f4(f62(x2401),x2402,x2403),f4(f62(x2401),x2403,x2402))+P5(a1,f9(x2401,x2404))
% 1.38/1.45 [241]~P5(x2413,x2414)+~P5(x2412,x2414)+~P5(a1,x2413)+~P5(a1,x2412)+E(f4(f62(x2411),x2412,x2413),f4(f62(x2411),x2413,x2412))+P5(a1,f25(x2411,x2414))
% 1.38/1.45 [242]~P5(x2423,x2424)+~P5(x2422,x2424)+~P5(a1,x2423)+~P5(a1,x2422)+E(f4(f30(x2421),x2422,x2423),f4(f30(x2421),x2423,x2422))+P5(a1,f31(x2421,x2424))
% 1.38/1.45 [243]~P5(x2433,x2434)+~P5(x2432,x2434)+~P5(a1,x2433)+~P5(a1,x2432)+E(f4(f30(x2431),x2432,x2433),f4(f30(x2431),x2433,x2432))+P5(a1,f32(x2431,x2434))
% 1.38/1.45 [244]~P5(x2443,x2444)+~P5(x2442,x2444)+~P5(a1,x2443)+~P5(a1,x2442)+P5(f9(x2441,x2444),x2444)+E(f4(f62(x2441),x2442,x2443),f4(f62(x2441),x2443,x2442))
% 1.38/1.45 [245]~P5(x2453,x2454)+~P5(x2452,x2454)+~P5(a1,x2453)+~P5(a1,x2452)+P5(f25(x2451,x2454),x2454)+E(f4(f62(x2451),x2452,x2453),f4(f62(x2451),x2453,x2452))
% 1.38/1.45 [246]~P5(x2463,x2464)+~P5(x2462,x2464)+~P5(a1,x2463)+~P5(a1,x2462)+P5(f31(x2461,x2464),x2464)+E(f4(f30(x2461),x2462,x2463),f4(f30(x2461),x2463,x2462))
% 1.38/1.45 [247]~P5(x2473,x2474)+~P5(x2472,x2474)+~P5(a1,x2473)+~P5(a1,x2472)+P5(f32(x2471,x2474),x2474)+E(f4(f30(x2471),x2472,x2473),f4(f30(x2471),x2473,x2472))
% 1.38/1.45 [289]~P5(x2893,x2894)+~P5(x2892,x2894)+~P5(a1,x2893)+~P5(a1,x2892)+~E(f4(x2891,f25(x2891,x2894),f9(x2891,x2894)),f4(x2891,f9(x2891,x2894),f25(x2891,x2894)))+E(f4(f62(x2891),x2892,x2893),f4(f62(x2891),x2893,x2892))
% 1.38/1.45 [290]~P5(x2903,x2904)+~P5(x2902,x2904)+~P5(a1,x2903)+~P5(a1,x2902)+~E(f4(x2901,f32(x2901,x2904),f31(x2901,x2904)),f4(x2901,f31(x2901,x2904),f32(x2901,x2904)))+E(f4(f30(x2901),x2902,x2903),f4(f30(x2901),x2903,x2902))
% 1.38/1.45 [283]~P5(x2834,x2835)+~P5(x2833,x2835)+~P5(a1,x2834)+~P5(a1,x2833)+P5(a1,f16(x2831,x2832,x2835))+E(f4(f58(x2831,f58(x2832,f62(x2831))),x2833,x2834),f4(f58(x2831,f58(x2832,f62(x2831))),x2834,x2833))
% 1.38/1.45 [284]~P5(x2844,x2845)+~P5(x2843,x2845)+~P5(a1,x2844)+~P5(a1,x2843)+P5(a1,f17(x2841,x2842,x2845))+E(f4(f58(x2841,f58(x2842,f62(x2841))),x2843,x2844),f4(f58(x2841,f58(x2842,f62(x2841))),x2844,x2843))
% 1.38/1.45 [287]~P5(x2874,x2875)+~P5(x2873,x2875)+~P5(a1,x2874)+~P5(a1,x2873)+P5(f16(x2871,x2872,x2875),x2875)+E(f4(f58(x2871,f58(x2872,f62(x2871))),x2873,x2874),f4(f58(x2871,f58(x2872,f62(x2871))),x2874,x2873))
% 1.38/1.45 [288]~P5(x2884,x2885)+~P5(x2883,x2885)+~P5(a1,x2884)+~P5(a1,x2883)+P5(f17(x2881,x2882,x2885),x2885)+E(f4(f58(x2881,f58(x2882,f62(x2881))),x2883,x2884),f4(f58(x2881,f58(x2882,f62(x2881))),x2884,x2883))
% 1.38/1.45 [312]~P5(x3124,x3125)+~P5(x3123,x3125)+~P5(a1,x3124)+~P5(a1,x3123)+~E(f4(x3122,f17(x3121,x3122,x3125),f16(x3121,x3122,x3125)),f4(x3122,f16(x3121,x3122,x3125),f17(x3121,x3122,x3125)))+E(f4(f58(x3121,f58(x3122,f62(x3121))),x3123,x3124),f4(f58(x3121,f58(x3122,f62(x3121))),x3124,x3123))
% 1.38/1.45 [345]~P5(x3456,x3453)+~P5(x3455,x3452)+~P5(a1,x3456)+~P5(a1,x3455)+P5(a1,f21(x3455,x3456,x3452,x3453,x3451,x3454))+E(f4(f59(x3451,x3452,x3453,x3454),x3455,x3456),x3454)
% 1.38/1.45 [346]~P5(x3466,x3463)+~P5(x3465,x3462)+~P5(a1,x3466)+~P5(a1,x3465)+P5(a1,f23(x3465,x3466,x3462,x3463,x3461,x3464))+E(f4(f59(x3461,x3462,x3463,x3464),x3465,x3466),x3464)
% 1.38/1.45 [347]~P5(x3476,x3473)+~P5(x3475,x3472)+P5(f21(x3475,x3476,x3472,x3473,x3471,x3474),x3472)+~P5(a1,x3476)+~P5(a1,x3475)+E(f4(f59(x3471,x3472,x3473,x3474),x3475,x3476),x3474)
% 1.38/1.45 [348]~P5(x3486,x3483)+~P5(x3485,x3482)+P5(f23(x3485,x3486,x3482,x3483,x3481,x3484),x3483)+~P5(a1,x3486)+~P5(a1,x3485)+E(f4(f59(x3481,x3482,x3483,x3484),x3485,x3486),x3484)
% 1.38/1.45 [349]~P5(x3496,x3493)+~P5(x3495,x3492)+~P5(a1,x3496)+~P5(a1,x3495)+~E(f4(x3491,f21(x3495,x3496,x3492,x3493,x3491,x3494),f23(x3495,x3496,x3492,x3493,x3491,x3494)),x3494)+E(f4(f59(x3491,x3492,x3493,x3494),x3495,x3496),x3494)
% 1.38/1.45 [281]~P5(x2813,x2816)+~P5(x2814,x2816)+~P5(a1,x2814)+~P5(a1,x2813)+P5(a1,f15(x2811,x2812,x2815))+E(f4(f58(x2811,f58(x2812,f62(x2811))),x2813,x2814),f4(f58(x2811,f58(x2812,f62(x2811))),x2814,x2813))
% 1.38/1.45 [282]~P5(x2823,x2826)+~P5(x2824,x2826)+~P5(a1,x2824)+~P5(a1,x2823)+P5(a1,f18(x2821,x2822,x2825))+E(f4(f58(x2821,f58(x2822,f62(x2821))),x2823,x2824),f4(f58(x2821,f58(x2822,f62(x2821))),x2824,x2823))
% 1.38/1.45 [285]~P5(x2853,x2856)+~P5(x2854,x2856)+~P5(a1,x2854)+~P5(a1,x2853)+P5(f15(x2851,x2852,x2855),x2855)+E(f4(f58(x2851,f58(x2852,f62(x2851))),x2853,x2854),f4(f58(x2851,f58(x2852,f62(x2851))),x2854,x2853))
% 1.38/1.45 [286]~P5(x2863,x2866)+~P5(x2864,x2866)+~P5(a1,x2864)+~P5(a1,x2863)+P5(f18(x2861,x2862,x2865),x2865)+E(f4(f58(x2861,f58(x2862,f62(x2861))),x2863,x2864),f4(f58(x2861,f58(x2862,f62(x2861))),x2864,x2863))
% 1.38/1.45 [311]~P5(x3113,x3116)+~P5(x3114,x3116)+~P5(a1,x3114)+~P5(a1,x3113)+~E(f4(x3112,f18(x3111,x3112,x3115),f15(x3111,x3112,x3115)),f4(x3112,f15(x3111,x3112,x3115),f18(x3111,x3112,x3115)))+E(f4(f58(x3111,f58(x3112,f62(x3111))),x3113,x3114),f4(f58(x3111,f58(x3112,f62(x3111))),x3114,x3113))
% 1.38/1.45 [222]E(x2221,a38)+E(x2221,a40)+E(x2221,a42)+E(x2221,a43)+~P5(x2221,a43)+~P5(a1,x2221)+E(x2221,a1)
% 1.38/1.45 [249]~P5(x2494,x2495)+~P5(x2493,x2495)+~P5(a1,x2494)+~P5(a1,x2493)+P5(a1,f36(x2491,x2492,x2495))+E(f4(f54(x2491,x2492),x2493,x2494),f4(f54(x2491,x2492),x2494,x2493))+P5(a1,f33(x2491,x2492,x2495))
% 1.38/1.45 [250]~P5(x2504,x2505)+~P5(x2503,x2505)+~P5(a1,x2504)+~P5(a1,x2503)+P5(a1,f10(x2501,x2502,x2505))+E(f4(f54(x2501,x2502),x2503,x2504),f4(f54(x2501,x2502),x2504,x2503))+P5(a1,f33(x2501,x2502,x2505))
% 1.38/1.45 [251]~P5(x2514,x2515)+~P5(x2513,x2515)+~P5(a1,x2514)+~P5(a1,x2513)+P5(a1,f36(x2511,x2512,x2515))+E(f4(f54(x2511,x2512),x2513,x2514),f4(f54(x2511,x2512),x2514,x2513))+P5(a1,f37(x2511,x2512,x2515))
% 1.38/1.45 [252]~P5(x2524,x2525)+~P5(x2523,x2525)+~P5(a1,x2524)+~P5(a1,x2523)+P5(a1,f10(x2521,x2522,x2525))+E(f4(f54(x2521,x2522),x2523,x2524),f4(f54(x2521,x2522),x2524,x2523))+P5(a1,f37(x2521,x2522,x2525))
% 1.38/1.45 [253]~P5(x2534,x2535)+~P5(x2533,x2535)+~P5(a1,x2534)+~P5(a1,x2533)+P5(a1,f12(x2531,x2532,x2535))+E(f4(f57(x2531,x2532),x2533,x2534),f4(f57(x2531,x2532),x2534,x2533))+P5(a1,f11(x2531,x2532,x2535))
% 1.38/1.45 [254]~P5(x2544,x2545)+~P5(x2543,x2545)+~P5(a1,x2544)+~P5(a1,x2543)+P5(a1,f14(x2541,x2542,x2545))+E(f4(f57(x2541,x2542),x2543,x2544),f4(f57(x2541,x2542),x2544,x2543))+P5(a1,f11(x2541,x2542,x2545))
% 1.38/1.45 [255]~P5(x2554,x2555)+~P5(x2553,x2555)+~P5(a1,x2554)+~P5(a1,x2553)+P5(a1,f12(x2551,x2552,x2555))+E(f4(f57(x2551,x2552),x2553,x2554),f4(f57(x2551,x2552),x2554,x2553))+P5(a1,f13(x2551,x2552,x2555))
% 1.38/1.45 [256]~P5(x2564,x2565)+~P5(x2563,x2565)+~P5(a1,x2564)+~P5(a1,x2563)+P5(a1,f14(x2561,x2562,x2565))+E(f4(f57(x2561,x2562),x2563,x2564),f4(f57(x2561,x2562),x2564,x2563))+P5(a1,f13(x2561,x2562,x2565))
% 1.38/1.45 [257]~P5(x2574,x2575)+~P5(x2573,x2575)+~P5(a1,x2574)+~P5(a1,x2573)+P5(f33(x2571,x2572,x2575),x2575)+P5(a1,f36(x2571,x2572,x2575))+E(f4(f54(x2571,x2572),x2573,x2574),f4(f54(x2571,x2572),x2574,x2573))
% 1.38/1.45 [258]~P5(x2584,x2585)+~P5(x2583,x2585)+~P5(a1,x2584)+~P5(a1,x2583)+P5(f33(x2581,x2582,x2585),x2585)+P5(a1,f10(x2581,x2582,x2585))+E(f4(f54(x2581,x2582),x2583,x2584),f4(f54(x2581,x2582),x2584,x2583))
% 1.38/1.45 [259]~P5(x2594,x2595)+~P5(x2593,x2595)+~P5(a1,x2594)+~P5(a1,x2593)+P5(f37(x2591,x2592,x2595),x2595)+P5(a1,f36(x2591,x2592,x2595))+E(f4(f54(x2591,x2592),x2593,x2594),f4(f54(x2591,x2592),x2594,x2593))
% 1.38/1.45 [260]~P5(x2604,x2605)+~P5(x2603,x2605)+~P5(a1,x2604)+~P5(a1,x2603)+P5(f37(x2601,x2602,x2605),x2605)+P5(a1,f10(x2601,x2602,x2605))+E(f4(f54(x2601,x2602),x2603,x2604),f4(f54(x2601,x2602),x2604,x2603))
% 1.38/1.45 [261]~P5(x2614,x2615)+~P5(x2613,x2615)+~P5(a1,x2614)+~P5(a1,x2613)+P5(f36(x2611,x2612,x2615),x2615)+P5(a1,f33(x2611,x2612,x2615))+E(f4(f54(x2611,x2612),x2613,x2614),f4(f54(x2611,x2612),x2614,x2613))
% 1.38/1.45 [262]~P5(x2624,x2625)+~P5(x2623,x2625)+~P5(a1,x2624)+~P5(a1,x2623)+P5(f36(x2621,x2622,x2625),x2625)+P5(a1,f37(x2621,x2622,x2625))+E(f4(f54(x2621,x2622),x2623,x2624),f4(f54(x2621,x2622),x2624,x2623))
% 1.38/1.45 [263]~P5(x2634,x2635)+~P5(x2633,x2635)+~P5(a1,x2634)+~P5(a1,x2633)+P5(f10(x2631,x2632,x2635),x2635)+P5(a1,f33(x2631,x2632,x2635))+E(f4(f54(x2631,x2632),x2633,x2634),f4(f54(x2631,x2632),x2634,x2633))
% 1.38/1.45 [264]~P5(x2644,x2645)+~P5(x2643,x2645)+~P5(a1,x2644)+~P5(a1,x2643)+P5(f10(x2641,x2642,x2645),x2645)+P5(a1,f37(x2641,x2642,x2645))+E(f4(f54(x2641,x2642),x2643,x2644),f4(f54(x2641,x2642),x2644,x2643))
% 1.38/1.46 [265]~P5(x2654,x2655)+~P5(x2653,x2655)+~P5(a1,x2654)+~P5(a1,x2653)+P5(f11(x2651,x2652,x2655),x2655)+P5(a1,f12(x2651,x2652,x2655))+E(f4(f57(x2651,x2652),x2653,x2654),f4(f57(x2651,x2652),x2654,x2653))
% 1.38/1.46 [266]~P5(x2664,x2665)+~P5(x2663,x2665)+~P5(a1,x2664)+~P5(a1,x2663)+P5(f11(x2661,x2662,x2665),x2665)+P5(a1,f14(x2661,x2662,x2665))+E(f4(f57(x2661,x2662),x2663,x2664),f4(f57(x2661,x2662),x2664,x2663))
% 1.38/1.46 [267]~P5(x2674,x2675)+~P5(x2673,x2675)+~P5(a1,x2674)+~P5(a1,x2673)+P5(f13(x2671,x2672,x2675),x2675)+P5(a1,f12(x2671,x2672,x2675))+E(f4(f57(x2671,x2672),x2673,x2674),f4(f57(x2671,x2672),x2674,x2673))
% 1.38/1.46 [268]~P5(x2684,x2685)+~P5(x2683,x2685)+~P5(a1,x2684)+~P5(a1,x2683)+P5(f13(x2681,x2682,x2685),x2685)+P5(a1,f14(x2681,x2682,x2685))+E(f4(f57(x2681,x2682),x2683,x2684),f4(f57(x2681,x2682),x2684,x2683))
% 1.38/1.46 [269]~P5(x2694,x2695)+~P5(x2693,x2695)+~P5(a1,x2694)+~P5(a1,x2693)+P5(f12(x2691,x2692,x2695),x2695)+P5(a1,f11(x2691,x2692,x2695))+E(f4(f57(x2691,x2692),x2693,x2694),f4(f57(x2691,x2692),x2694,x2693))
% 1.38/1.46 [270]~P5(x2704,x2705)+~P5(x2703,x2705)+~P5(a1,x2704)+~P5(a1,x2703)+P5(f12(x2701,x2702,x2705),x2705)+P5(a1,f13(x2701,x2702,x2705))+E(f4(f57(x2701,x2702),x2703,x2704),f4(f57(x2701,x2702),x2704,x2703))
% 1.38/1.46 [271]~P5(x2714,x2715)+~P5(x2713,x2715)+~P5(a1,x2714)+~P5(a1,x2713)+P5(f14(x2711,x2712,x2715),x2715)+P5(a1,f11(x2711,x2712,x2715))+E(f4(f57(x2711,x2712),x2713,x2714),f4(f57(x2711,x2712),x2714,x2713))
% 1.38/1.46 [272]~P5(x2724,x2725)+~P5(x2723,x2725)+~P5(a1,x2724)+~P5(a1,x2723)+P5(f14(x2721,x2722,x2725),x2725)+P5(a1,f13(x2721,x2722,x2725))+E(f4(f57(x2721,x2722),x2723,x2724),f4(f57(x2721,x2722),x2724,x2723))
% 1.38/1.46 [273]~P5(x2734,x2735)+~P5(x2733,x2735)+P5(f36(x2731,x2732,x2735),x2735)+~P5(a1,x2734)+~P5(a1,x2733)+P5(f33(x2731,x2732,x2735),x2735)+E(f4(f54(x2731,x2732),x2733,x2734),f4(f54(x2731,x2732),x2734,x2733))
% 1.38/1.46 [274]~P5(x2744,x2745)+~P5(x2743,x2745)+P5(f10(x2741,x2742,x2745),x2745)+~P5(a1,x2744)+~P5(a1,x2743)+P5(f33(x2741,x2742,x2745),x2745)+E(f4(f54(x2741,x2742),x2743,x2744),f4(f54(x2741,x2742),x2744,x2743))
% 1.38/1.46 [275]~P5(x2754,x2755)+~P5(x2753,x2755)+P5(f36(x2751,x2752,x2755),x2755)+~P5(a1,x2754)+~P5(a1,x2753)+P5(f37(x2751,x2752,x2755),x2755)+E(f4(f54(x2751,x2752),x2753,x2754),f4(f54(x2751,x2752),x2754,x2753))
% 1.38/1.46 [276]~P5(x2764,x2765)+~P5(x2763,x2765)+P5(f10(x2761,x2762,x2765),x2765)+~P5(a1,x2764)+~P5(a1,x2763)+P5(f37(x2761,x2762,x2765),x2765)+E(f4(f54(x2761,x2762),x2763,x2764),f4(f54(x2761,x2762),x2764,x2763))
% 1.38/1.46 [277]~P5(x2774,x2775)+~P5(x2773,x2775)+P5(f12(x2771,x2772,x2775),x2775)+~P5(a1,x2774)+~P5(a1,x2773)+P5(f11(x2771,x2772,x2775),x2775)+E(f4(f57(x2771,x2772),x2773,x2774),f4(f57(x2771,x2772),x2774,x2773))
% 1.38/1.46 [278]~P5(x2784,x2785)+~P5(x2783,x2785)+P5(f14(x2781,x2782,x2785),x2785)+~P5(a1,x2784)+~P5(a1,x2783)+P5(f11(x2781,x2782,x2785),x2785)+E(f4(f57(x2781,x2782),x2783,x2784),f4(f57(x2781,x2782),x2784,x2783))
% 1.38/1.46 [279]~P5(x2794,x2795)+~P5(x2793,x2795)+P5(f12(x2791,x2792,x2795),x2795)+~P5(a1,x2794)+~P5(a1,x2793)+P5(f13(x2791,x2792,x2795),x2795)+E(f4(f57(x2791,x2792),x2793,x2794),f4(f57(x2791,x2792),x2794,x2793))
% 1.38/1.46 [280]~P5(x2804,x2805)+~P5(x2803,x2805)+P5(f14(x2801,x2802,x2805),x2805)+~P5(a1,x2804)+~P5(a1,x2803)+P5(f13(x2801,x2802,x2805),x2805)+E(f4(f57(x2801,x2802),x2803,x2804),f4(f57(x2801,x2802),x2804,x2803))
% 1.38/1.46 [295]~P5(x2954,x2955)+~P5(x2953,x2955)+~P5(a1,x2954)+~P5(a1,x2953)+~E(f4(x2952,f10(x2951,x2952,x2955),f36(x2951,x2952,x2955)),f4(x2952,f36(x2951,x2952,x2955),f10(x2951,x2952,x2955)))+E(f4(f54(x2951,x2952),x2953,x2954),f4(f54(x2951,x2952),x2954,x2953))+P5(a1,f33(x2951,x2952,x2955))
% 1.38/1.46 [296]~P5(x2964,x2965)+~P5(x2963,x2965)+~P5(a1,x2964)+~P5(a1,x2963)+~E(f4(x2962,f10(x2961,x2962,x2965),f36(x2961,x2962,x2965)),f4(x2962,f36(x2961,x2962,x2965),f10(x2961,x2962,x2965)))+E(f4(f54(x2961,x2962),x2963,x2964),f4(f54(x2961,x2962),x2964,x2963))+P5(a1,f37(x2961,x2962,x2965))
% 1.38/1.46 [297]~P5(x2974,x2975)+~P5(x2973,x2975)+~P5(a1,x2974)+~P5(a1,x2973)+~E(f4(x2971,f37(x2971,x2972,x2975),f33(x2971,x2972,x2975)),f4(x2971,f33(x2971,x2972,x2975),f37(x2971,x2972,x2975)))+E(f4(f54(x2971,x2972),x2973,x2974),f4(f54(x2971,x2972),x2974,x2973))+P5(a1,f36(x2971,x2972,x2975))
% 1.38/1.46 [298]~P5(x2984,x2985)+~P5(x2983,x2985)+~P5(a1,x2984)+~P5(a1,x2983)+~E(f4(x2981,f37(x2981,x2982,x2985),f33(x2981,x2982,x2985)),f4(x2981,f33(x2981,x2982,x2985),f37(x2981,x2982,x2985)))+E(f4(f54(x2981,x2982),x2983,x2984),f4(f54(x2981,x2982),x2984,x2983))+P5(a1,f10(x2981,x2982,x2985))
% 1.38/1.46 [299]~P5(x2994,x2995)+~P5(x2993,x2995)+~P5(a1,x2994)+~P5(a1,x2993)+~E(f4(x2992,f14(x2991,x2992,x2995),f12(x2991,x2992,x2995)),f4(x2992,f12(x2991,x2992,x2995),f14(x2991,x2992,x2995)))+E(f4(f57(x2991,x2992),x2993,x2994),f4(f57(x2991,x2992),x2994,x2993))+P5(a1,f11(x2991,x2992,x2995))
% 1.38/1.46 [300]~P5(x3004,x3005)+~P5(x3003,x3005)+~P5(a1,x3004)+~P5(a1,x3003)+~E(f4(x3002,f14(x3001,x3002,x3005),f12(x3001,x3002,x3005)),f4(x3002,f12(x3001,x3002,x3005),f14(x3001,x3002,x3005)))+E(f4(f57(x3001,x3002),x3003,x3004),f4(f57(x3001,x3002),x3004,x3003))+P5(a1,f13(x3001,x3002,x3005))
% 1.38/1.46 [301]~P5(x3014,x3015)+~P5(x3013,x3015)+~P5(a1,x3014)+~P5(a1,x3013)+~E(f4(x3011,f13(x3011,x3012,x3015),f11(x3011,x3012,x3015)),f4(x3011,f11(x3011,x3012,x3015),f13(x3011,x3012,x3015)))+E(f4(f57(x3011,x3012),x3013,x3014),f4(f57(x3011,x3012),x3014,x3013))+P5(a1,f12(x3011,x3012,x3015))
% 1.38/1.46 [302]~P5(x3024,x3025)+~P5(x3023,x3025)+~P5(a1,x3024)+~P5(a1,x3023)+~E(f4(x3021,f13(x3021,x3022,x3025),f11(x3021,x3022,x3025)),f4(x3021,f11(x3021,x3022,x3025),f13(x3021,x3022,x3025)))+E(f4(f57(x3021,x3022),x3023,x3024),f4(f57(x3021,x3022),x3024,x3023))+P5(a1,f14(x3021,x3022,x3025))
% 1.38/1.46 [303]~P5(x3034,x3035)+~P5(x3033,x3035)+~P5(a1,x3034)+~P5(a1,x3033)+P5(f33(x3031,x3032,x3035),x3035)+~E(f4(x3032,f10(x3031,x3032,x3035),f36(x3031,x3032,x3035)),f4(x3032,f36(x3031,x3032,x3035),f10(x3031,x3032,x3035)))+E(f4(f54(x3031,x3032),x3033,x3034),f4(f54(x3031,x3032),x3034,x3033))
% 1.38/1.46 [304]~P5(x3044,x3045)+~P5(x3043,x3045)+~P5(a1,x3044)+~P5(a1,x3043)+P5(f37(x3041,x3042,x3045),x3045)+~E(f4(x3042,f10(x3041,x3042,x3045),f36(x3041,x3042,x3045)),f4(x3042,f36(x3041,x3042,x3045),f10(x3041,x3042,x3045)))+E(f4(f54(x3041,x3042),x3043,x3044),f4(f54(x3041,x3042),x3044,x3043))
% 1.38/1.46 [305]~P5(x3054,x3055)+~P5(x3053,x3055)+~P5(a1,x3054)+~P5(a1,x3053)+P5(f36(x3051,x3052,x3055),x3055)+~E(f4(x3051,f37(x3051,x3052,x3055),f33(x3051,x3052,x3055)),f4(x3051,f33(x3051,x3052,x3055),f37(x3051,x3052,x3055)))+E(f4(f54(x3051,x3052),x3053,x3054),f4(f54(x3051,x3052),x3054,x3053))
% 1.38/1.46 [306]~P5(x3064,x3065)+~P5(x3063,x3065)+~P5(a1,x3064)+~P5(a1,x3063)+P5(f10(x3061,x3062,x3065),x3065)+~E(f4(x3061,f37(x3061,x3062,x3065),f33(x3061,x3062,x3065)),f4(x3061,f33(x3061,x3062,x3065),f37(x3061,x3062,x3065)))+E(f4(f54(x3061,x3062),x3063,x3064),f4(f54(x3061,x3062),x3064,x3063))
% 1.38/1.46 [307]~P5(x3074,x3075)+~P5(x3073,x3075)+~P5(a1,x3074)+~P5(a1,x3073)+P5(f11(x3071,x3072,x3075),x3075)+~E(f4(x3072,f14(x3071,x3072,x3075),f12(x3071,x3072,x3075)),f4(x3072,f12(x3071,x3072,x3075),f14(x3071,x3072,x3075)))+E(f4(f57(x3071,x3072),x3073,x3074),f4(f57(x3071,x3072),x3074,x3073))
% 1.38/1.46 [308]~P5(x3084,x3085)+~P5(x3083,x3085)+~P5(a1,x3084)+~P5(a1,x3083)+P5(f13(x3081,x3082,x3085),x3085)+~E(f4(x3082,f14(x3081,x3082,x3085),f12(x3081,x3082,x3085)),f4(x3082,f12(x3081,x3082,x3085),f14(x3081,x3082,x3085)))+E(f4(f57(x3081,x3082),x3083,x3084),f4(f57(x3081,x3082),x3084,x3083))
% 1.38/1.46 [309]~P5(x3094,x3095)+~P5(x3093,x3095)+~P5(a1,x3094)+~P5(a1,x3093)+P5(f12(x3091,x3092,x3095),x3095)+~E(f4(x3091,f13(x3091,x3092,x3095),f11(x3091,x3092,x3095)),f4(x3091,f11(x3091,x3092,x3095),f13(x3091,x3092,x3095)))+E(f4(f57(x3091,x3092),x3093,x3094),f4(f57(x3091,x3092),x3094,x3093))
% 1.38/1.46 [310]~P5(x3104,x3105)+~P5(x3103,x3105)+~P5(a1,x3104)+~P5(a1,x3103)+P5(f14(x3101,x3102,x3105),x3105)+~E(f4(x3101,f13(x3101,x3102,x3105),f11(x3101,x3102,x3105)),f4(x3101,f11(x3101,x3102,x3105),f13(x3101,x3102,x3105)))+E(f4(f57(x3101,x3102),x3103,x3104),f4(f57(x3101,x3102),x3104,x3103))
% 1.38/1.46 [334]~P5(x3344,x3345)+~P5(x3343,x3345)+~P5(a1,x3344)+~P5(a1,x3343)+~E(f4(x3342,f10(x3341,x3342,x3345),f36(x3341,x3342,x3345)),f4(x3342,f36(x3341,x3342,x3345),f10(x3341,x3342,x3345)))+~E(f4(x3341,f37(x3341,x3342,x3345),f33(x3341,x3342,x3345)),f4(x3341,f33(x3341,x3342,x3345),f37(x3341,x3342,x3345)))+E(f4(f54(x3341,x3342),x3343,x3344),f4(f54(x3341,x3342),x3344,x3343))
% 1.38/1.46 [335]~P5(x3354,x3355)+~P5(x3353,x3355)+~P5(a1,x3354)+~P5(a1,x3353)+~E(f4(x3352,f14(x3351,x3352,x3355),f12(x3351,x3352,x3355)),f4(x3352,f12(x3351,x3352,x3355),f14(x3351,x3352,x3355)))+~E(f4(x3351,f13(x3351,x3352,x3355),f11(x3351,x3352,x3355)),f4(x3351,f11(x3351,x3352,x3355),f13(x3351,x3352,x3355)))+E(f4(f57(x3351,x3352),x3353,x3354),f4(f57(x3351,x3352),x3354,x3353))
% 1.38/1.46 [350]~P5(x3508,x3509)+~P5(x3507,x3509)+~P4(x3501,x3509,x35010,x3504)+~P5(a1,x3508)+~P5(a1,x3507)+P5(a1,f19(x3501,x3502,x3503,x3504,x3505,x3506,x3509))+E(f4(f54(x3501,f58(x3502,f58(f54(f58(x3503,f58(x3504,f62(x3503))),f58(x3505,f58(x3506,f62(x3505)))),f62(x3502)))),x3507,x3508),f4(f54(x3501,f58(x3502,f58(f54(f58(x3503,f58(x3504,f62(x3503))),f58(x3505,f58(x3506,f62(x3505)))),f62(x3502)))),x3508,x3507))
% 1.38/1.46 [351]~P5(x3518,x3519)+~P5(x3517,x3519)+~P4(x3511,x3519,x35110,x3514)+~P5(a1,x3518)+~P5(a1,x3517)+P5(a1,f22(x3511,x3512,x3513,x3514,x3515,x3516,x3519))+E(f4(f54(x3511,f58(x3512,f58(f54(f58(x3513,f58(x3514,f62(x3513))),f58(x3515,f58(x3516,f62(x3515)))),f62(x3512)))),x3517,x3518),f4(f54(x3511,f58(x3512,f58(f54(f58(x3513,f58(x3514,f62(x3513))),f58(x3515,f58(x3516,f62(x3515)))),f62(x3512)))),x3518,x3517))
% 1.38/1.46 [352]~P5(x3528,x3529)+~P5(x3527,x3529)+~P4(x3521,x3529,x35210,x3524)+~P5(a1,x3528)+~P5(a1,x3527)+P5(f19(x3521,x3522,x3523,x3524,x3525,x3526,x3529),x3529)+E(f4(f54(x3521,f58(x3522,f58(f54(f58(x3523,f58(x3524,f62(x3523))),f58(x3525,f58(x3526,f62(x3525)))),f62(x3522)))),x3527,x3528),f4(f54(x3521,f58(x3522,f58(f54(f58(x3523,f58(x3524,f62(x3523))),f58(x3525,f58(x3526,f62(x3525)))),f62(x3522)))),x3528,x3527))
% 1.38/1.46 [353]~P5(x3538,x3539)+~P5(x3537,x3539)+~P4(x3531,x3539,x35310,x3534)+~P5(a1,x3538)+~P5(a1,x3537)+P5(f22(x3531,x3532,x3533,x3534,x3535,x3536,x3539),x3539)+E(f4(f54(x3531,f58(x3532,f58(f54(f58(x3533,f58(x3534,f62(x3533))),f58(x3535,f58(x3536,f62(x3535)))),f62(x3532)))),x3537,x3538),f4(f54(x3531,f58(x3532,f58(f54(f58(x3533,f58(x3534,f62(x3533))),f58(x3535,f58(x3536,f62(x3535)))),f62(x3532)))),x3538,x3537))
% 1.38/1.46 [354]~P5(x3548,x3549)+~P5(x3547,x3549)+~P4(x3541,x3549,x35410,x3544)+~P5(a1,x3548)+~P5(a1,x3547)+~E(f4(x3546,f22(x3541,x3542,x3543,x3544,x3545,x3546,x3549),f19(x3541,x3542,x3543,x3544,x3545,x3546,x3549)),f4(x3546,f19(x3541,x3542,x3543,x3544,x3545,x3546,x3549),f22(x3541,x3542,x3543,x3544,x3545,x3546,x3549)))+E(f4(f54(x3541,f58(x3542,f58(f54(f58(x3543,f58(x3544,f62(x3543))),f58(x3545,f58(x3546,f62(x3545)))),f62(x3542)))),x3547,x3548),f4(f54(x3541,f58(x3542,f58(f54(f58(x3543,f58(x3544,f62(x3543))),f58(x3545,f58(x3546,f62(x3545)))),f62(x3542)))),x3548,x3547))
% 1.38/1.46 [223]E(x2231,a38)+E(x2231,a40)+E(x2231,a42)+E(x2231,a43)+E(x2231,a44)+~P5(x2231,a44)+~P5(a1,x2231)+E(x2231,a1)
% 1.38/1.46 [329]~P5(x3292,x3296)+~P5(x3295,x3296)+~P5(x3294,x3296)+~P5(a1,x3292)+~P5(a1,x3295)+~P5(a1,x3294)+E(f4(f59(x3291,x3292,x3292,x3293),x3294,x3295),f4(f59(x3291,x3292,x3292,x3293),x3295,x3294))+P5(a1,f34(x3291,x3296))
% 1.38/1.46 [330]~P5(x3302,x3306)+~P5(x3305,x3306)+~P5(x3304,x3306)+~P5(a1,x3302)+~P5(a1,x3305)+~P5(a1,x3304)+E(f4(f59(x3301,x3302,x3302,x3303),x3304,x3305),f4(f59(x3301,x3302,x3302,x3303),x3305,x3304))+P5(a1,f35(x3301,x3306))
% 1.38/1.46 [331]~P5(x3312,x3316)+~P5(x3315,x3316)+~P5(x3314,x3316)+~P5(a1,x3312)+~P5(a1,x3315)+~P5(a1,x3314)+P5(f34(x3311,x3316),x3316)+E(f4(f59(x3311,x3312,x3312,x3313),x3314,x3315),f4(f59(x3311,x3312,x3312,x3313),x3315,x3314))
% 1.38/1.46 [332]~P5(x3322,x3326)+~P5(x3325,x3326)+~P5(x3324,x3326)+~P5(a1,x3322)+~P5(a1,x3325)+~P5(a1,x3324)+P5(f35(x3321,x3326),x3326)+E(f4(f59(x3321,x3322,x3322,x3323),x3324,x3325),f4(f59(x3321,x3322,x3322,x3323),x3325,x3324))
% 1.38/1.46 [333]~P5(x3332,x3336)+~P5(x3335,x3336)+~P5(x3334,x3336)+~P5(a1,x3332)+~P5(a1,x3335)+~P5(a1,x3334)+E(f4(f59(x3331,x3332,x3332,x3333),x3334,x3335),f4(f59(x3331,x3332,x3332,x3333),x3335,x3334))+~E(f4(x3331,f35(x3331,x3336),f34(x3331,x3336)),f4(x3331,f34(x3331,x3336),f35(x3331,x3336)))
% 1.38/1.46 %EqnAxiom
% 1.38/1.46 [1]E(x11,x11)
% 1.38/1.46 [2]E(x22,x21)+~E(x21,x22)
% 1.38/1.46 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 1.38/1.46 [4]~E(x41,x42)+E(f39(x41,x43),f39(x42,x43))
% 1.38/1.46 [5]~E(x51,x52)+E(f39(x53,x51),f39(x53,x52))
% 1.38/1.46 [6]~E(x61,x62)+E(f4(x61,x63,x64),f4(x62,x63,x64))
% 1.38/1.46 [7]~E(x71,x72)+E(f4(x73,x71,x74),f4(x73,x72,x74))
% 1.38/1.46 [8]~E(x81,x82)+E(f4(x83,x84,x81),f4(x83,x84,x82))
% 1.38/1.46 [9]~E(x91,x92)+E(f22(x91,x93,x94,x95,x96,x97,x98),f22(x92,x93,x94,x95,x96,x97,x98))
% 1.38/1.46 [10]~E(x101,x102)+E(f22(x103,x101,x104,x105,x106,x107,x108),f22(x103,x102,x104,x105,x106,x107,x108))
% 1.38/1.46 [11]~E(x111,x112)+E(f22(x113,x114,x111,x115,x116,x117,x118),f22(x113,x114,x112,x115,x116,x117,x118))
% 1.38/1.46 [12]~E(x121,x122)+E(f22(x123,x124,x125,x121,x126,x127,x128),f22(x123,x124,x125,x122,x126,x127,x128))
% 1.38/1.46 [13]~E(x131,x132)+E(f22(x133,x134,x135,x136,x131,x137,x138),f22(x133,x134,x135,x136,x132,x137,x138))
% 1.38/1.46 [14]~E(x141,x142)+E(f22(x143,x144,x145,x146,x147,x141,x148),f22(x143,x144,x145,x146,x147,x142,x148))
% 1.38/1.46 [15]~E(x151,x152)+E(f22(x153,x154,x155,x156,x157,x158,x151),f22(x153,x154,x155,x156,x157,x158,x152))
% 1.38/1.46 [16]~E(x161,x162)+E(f19(x161,x163,x164,x165,x166,x167,x168),f19(x162,x163,x164,x165,x166,x167,x168))
% 1.38/1.46 [17]~E(x171,x172)+E(f19(x173,x171,x174,x175,x176,x177,x178),f19(x173,x172,x174,x175,x176,x177,x178))
% 1.38/1.46 [18]~E(x181,x182)+E(f19(x183,x184,x181,x185,x186,x187,x188),f19(x183,x184,x182,x185,x186,x187,x188))
% 1.38/1.46 [19]~E(x191,x192)+E(f19(x193,x194,x195,x191,x196,x197,x198),f19(x193,x194,x195,x192,x196,x197,x198))
% 1.38/1.46 [20]~E(x201,x202)+E(f19(x203,x204,x205,x206,x201,x207,x208),f19(x203,x204,x205,x206,x202,x207,x208))
% 1.38/1.46 [21]~E(x211,x212)+E(f19(x213,x214,x215,x216,x217,x211,x218),f19(x213,x214,x215,x216,x217,x212,x218))
% 1.38/1.46 [22]~E(x221,x222)+E(f19(x223,x224,x225,x226,x227,x228,x221),f19(x223,x224,x225,x226,x227,x228,x222))
% 1.38/1.46 [23]~E(x231,x232)+E(f62(x231),f62(x232))
% 1.38/1.46 [24]~E(x241,x242)+E(f17(x241,x243,x244),f17(x242,x243,x244))
% 1.38/1.46 [25]~E(x251,x252)+E(f17(x253,x251,x254),f17(x253,x252,x254))
% 1.38/1.46 [26]~E(x261,x262)+E(f17(x263,x264,x261),f17(x263,x264,x262))
% 1.38/1.46 [27]~E(x271,x272)+E(f24(x271,x273),f24(x272,x273))
% 1.38/1.46 [28]~E(x281,x282)+E(f24(x283,x281),f24(x283,x282))
% 1.38/1.46 [29]~E(x291,x292)+E(f16(x291,x293,x294),f16(x292,x293,x294))
% 1.38/1.46 [30]~E(x301,x302)+E(f16(x303,x301,x304),f16(x303,x302,x304))
% 1.38/1.46 [31]~E(x311,x312)+E(f16(x313,x314,x311),f16(x313,x314,x312))
% 1.38/1.46 [32]~E(x321,x322)+E(f58(x321,x323),f58(x322,x323))
% 1.38/1.46 [33]~E(x331,x332)+E(f58(x333,x331),f58(x333,x332))
% 1.38/1.46 [34]~E(x341,x342)+E(f26(x341,x343,x344,x345),f26(x342,x343,x344,x345))
% 1.38/1.46 [35]~E(x351,x352)+E(f26(x353,x351,x354,x355),f26(x353,x352,x354,x355))
% 1.38/1.46 [36]~E(x361,x362)+E(f26(x363,x364,x361,x365),f26(x363,x364,x362,x365))
% 1.38/1.46 [37]~E(x371,x372)+E(f26(x373,x374,x375,x371),f26(x373,x374,x375,x372))
% 1.38/1.46 [38]~E(x381,x382)+E(f54(x381,x383),f54(x382,x383))
% 1.38/1.46 [39]~E(x391,x392)+E(f54(x393,x391),f54(x393,x392))
% 1.38/1.46 [40]~E(x401,x402)+E(f12(x401,x403,x404),f12(x402,x403,x404))
% 1.38/1.46 [41]~E(x411,x412)+E(f12(x413,x411,x414),f12(x413,x412,x414))
% 1.38/1.46 [42]~E(x421,x422)+E(f12(x423,x424,x421),f12(x423,x424,x422))
% 1.38/1.46 [43]~E(x431,x432)+E(f14(x431,x433,x434),f14(x432,x433,x434))
% 1.38/1.46 [44]~E(x441,x442)+E(f14(x443,x441,x444),f14(x443,x442,x444))
% 1.38/1.46 [45]~E(x451,x452)+E(f14(x453,x454,x451),f14(x453,x454,x452))
% 1.38/1.46 [46]~E(x461,x462)+E(f37(x461,x463,x464),f37(x462,x463,x464))
% 1.38/1.46 [47]~E(x471,x472)+E(f37(x473,x471,x474),f37(x473,x472,x474))
% 1.38/1.46 [48]~E(x481,x482)+E(f37(x483,x484,x481),f37(x483,x484,x482))
% 1.38/1.46 [49]~E(x491,x492)+E(f3(x491,x493),f3(x492,x493))
% 1.38/1.46 [50]~E(x501,x502)+E(f3(x503,x501),f3(x503,x502))
% 1.38/1.46 [51]~E(x511,x512)+E(f33(x511,x513,x514),f33(x512,x513,x514))
% 1.38/1.46 [52]~E(x521,x522)+E(f33(x523,x521,x524),f33(x523,x522,x524))
% 1.38/1.46 [53]~E(x531,x532)+E(f33(x533,x534,x531),f33(x533,x534,x532))
% 1.38/1.46 [54]~E(x541,x542)+E(f29(x541,x543,x544,x545),f29(x542,x543,x544,x545))
% 1.38/1.46 [55]~E(x551,x552)+E(f29(x553,x551,x554,x555),f29(x553,x552,x554,x555))
% 1.38/1.46 [56]~E(x561,x562)+E(f29(x563,x564,x561,x565),f29(x563,x564,x562,x565))
% 1.38/1.46 [57]~E(x571,x572)+E(f29(x573,x574,x575,x571),f29(x573,x574,x575,x572))
% 1.38/1.46 [58]~E(x581,x582)+E(f47(x581,x583,x584),f47(x582,x583,x584))
% 1.38/1.46 [59]~E(x591,x592)+E(f47(x593,x591,x594),f47(x593,x592,x594))
% 1.38/1.46 [60]~E(x601,x602)+E(f47(x603,x604,x601),f47(x603,x604,x602))
% 1.38/1.46 [61]~E(x611,x612)+E(f11(x611,x613,x614),f11(x612,x613,x614))
% 1.38/1.46 [62]~E(x621,x622)+E(f11(x623,x621,x624),f11(x623,x622,x624))
% 1.38/1.46 [63]~E(x631,x632)+E(f11(x633,x634,x631),f11(x633,x634,x632))
% 1.38/1.46 [64]~E(x641,x642)+E(f27(x641,x643,x644,x645),f27(x642,x643,x644,x645))
% 1.38/1.46 [65]~E(x651,x652)+E(f27(x653,x651,x654,x655),f27(x653,x652,x654,x655))
% 1.38/1.46 [66]~E(x661,x662)+E(f27(x663,x664,x661,x665),f27(x663,x664,x662,x665))
% 1.38/1.46 [67]~E(x671,x672)+E(f27(x673,x674,x675,x671),f27(x673,x674,x675,x672))
% 1.38/1.46 [68]~E(x681,x682)+E(f28(x681,x683,x684,x685),f28(x682,x683,x684,x685))
% 1.38/1.46 [69]~E(x691,x692)+E(f28(x693,x691,x694,x695),f28(x693,x692,x694,x695))
% 1.38/1.46 [70]~E(x701,x702)+E(f28(x703,x704,x701,x705),f28(x703,x704,x702,x705))
% 1.38/1.46 [71]~E(x711,x712)+E(f28(x713,x714,x715,x711),f28(x713,x714,x715,x712))
% 1.38/1.46 [72]~E(x721,x722)+E(f15(x721,x723,x724),f15(x722,x723,x724))
% 1.38/1.46 [73]~E(x731,x732)+E(f15(x733,x731,x734),f15(x733,x732,x734))
% 1.38/1.46 [74]~E(x741,x742)+E(f15(x743,x744,x741),f15(x743,x744,x742))
% 1.38/1.46 [75]~E(x751,x752)+E(f36(x751,x753,x754),f36(x752,x753,x754))
% 1.38/1.46 [76]~E(x761,x762)+E(f36(x763,x761,x764),f36(x763,x762,x764))
% 1.38/1.46 [77]~E(x771,x772)+E(f36(x773,x774,x771),f36(x773,x774,x772))
% 1.38/1.46 [78]~E(x781,x782)+E(f10(x781,x783,x784),f10(x782,x783,x784))
% 1.38/1.46 [79]~E(x791,x792)+E(f10(x793,x791,x794),f10(x793,x792,x794))
% 1.38/1.46 [80]~E(x801,x802)+E(f10(x803,x804,x801),f10(x803,x804,x802))
% 1.38/1.46 [81]~E(x811,x812)+E(f20(x811,x813,x814,x815),f20(x812,x813,x814,x815))
% 1.38/1.46 [82]~E(x821,x822)+E(f20(x823,x821,x824,x825),f20(x823,x822,x824,x825))
% 1.38/1.46 [83]~E(x831,x832)+E(f20(x833,x834,x831,x835),f20(x833,x834,x832,x835))
% 1.38/1.46 [84]~E(x841,x842)+E(f20(x843,x844,x845,x841),f20(x843,x844,x845,x842))
% 1.38/1.46 [85]~E(x851,x852)+E(f57(x851,x853),f57(x852,x853))
% 1.38/1.46 [86]~E(x861,x862)+E(f57(x863,x861),f57(x863,x862))
% 1.38/1.46 [87]~E(x871,x872)+E(f23(x871,x873,x874,x875,x876,x877),f23(x872,x873,x874,x875,x876,x877))
% 1.38/1.46 [88]~E(x881,x882)+E(f23(x883,x881,x884,x885,x886,x887),f23(x883,x882,x884,x885,x886,x887))
% 1.38/1.46 [89]~E(x891,x892)+E(f23(x893,x894,x891,x895,x896,x897),f23(x893,x894,x892,x895,x896,x897))
% 1.38/1.46 [90]~E(x901,x902)+E(f23(x903,x904,x905,x901,x906,x907),f23(x903,x904,x905,x902,x906,x907))
% 1.38/1.46 [91]~E(x911,x912)+E(f23(x913,x914,x915,x916,x911,x917),f23(x913,x914,x915,x916,x912,x917))
% 1.38/1.46 [92]~E(x921,x922)+E(f23(x923,x924,x925,x926,x927,x921),f23(x923,x924,x925,x926,x927,x922))
% 1.38/1.46 [93]~E(x931,x932)+E(f55(x931,x933,x934),f55(x932,x933,x934))
% 1.38/1.46 [94]~E(x941,x942)+E(f55(x943,x941,x944),f55(x943,x942,x944))
% 1.38/1.46 [95]~E(x951,x952)+E(f55(x953,x954,x951),f55(x953,x954,x952))
% 1.38/1.46 [96]~E(x961,x962)+E(f25(x961,x963),f25(x962,x963))
% 1.38/1.46 [97]~E(x971,x972)+E(f25(x973,x971),f25(x973,x972))
% 1.38/1.46 [98]~E(x981,x982)+E(f13(x981,x983,x984),f13(x982,x983,x984))
% 1.38/1.46 [99]~E(x991,x992)+E(f13(x993,x991,x994),f13(x993,x992,x994))
% 1.38/1.46 [100]~E(x1001,x1002)+E(f13(x1003,x1004,x1001),f13(x1003,x1004,x1002))
% 1.38/1.46 [101]~E(x1011,x1012)+E(f30(x1011),f30(x1012))
% 1.38/1.46 [102]~E(x1021,x1022)+E(f9(x1021,x1023),f9(x1022,x1023))
% 1.38/1.46 [103]~E(x1031,x1032)+E(f9(x1033,x1031),f9(x1033,x1032))
% 1.38/1.46 [104]~E(x1041,x1042)+E(f31(x1041,x1043),f31(x1042,x1043))
% 1.38/1.46 [105]~E(x1051,x1052)+E(f31(x1053,x1051),f31(x1053,x1052))
% 1.38/1.46 [106]~E(x1061,x1062)+E(f32(x1061,x1063),f32(x1062,x1063))
% 1.38/1.46 [107]~E(x1071,x1072)+E(f32(x1073,x1071),f32(x1073,x1072))
% 1.38/1.46 [108]~E(x1081,x1082)+E(f59(x1081,x1083,x1084,x1085),f59(x1082,x1083,x1084,x1085))
% 1.38/1.46 [109]~E(x1091,x1092)+E(f59(x1093,x1091,x1094,x1095),f59(x1093,x1092,x1094,x1095))
% 1.38/1.46 [110]~E(x1101,x1102)+E(f59(x1103,x1104,x1101,x1105),f59(x1103,x1104,x1102,x1105))
% 1.38/1.46 [111]~E(x1111,x1112)+E(f59(x1113,x1114,x1115,x1111),f59(x1113,x1114,x1115,x1112))
% 1.38/1.46 [112]~E(x1121,x1122)+E(f21(x1121,x1123,x1124,x1125,x1126,x1127),f21(x1122,x1123,x1124,x1125,x1126,x1127))
% 1.38/1.46 [113]~E(x1131,x1132)+E(f21(x1133,x1131,x1134,x1135,x1136,x1137),f21(x1133,x1132,x1134,x1135,x1136,x1137))
% 1.38/1.46 [114]~E(x1141,x1142)+E(f21(x1143,x1144,x1141,x1145,x1146,x1147),f21(x1143,x1144,x1142,x1145,x1146,x1147))
% 1.38/1.46 [115]~E(x1151,x1152)+E(f21(x1153,x1154,x1155,x1151,x1156,x1157),f21(x1153,x1154,x1155,x1152,x1156,x1157))
% 1.38/1.46 [116]~E(x1161,x1162)+E(f21(x1163,x1164,x1165,x1166,x1161,x1167),f21(x1163,x1164,x1165,x1166,x1162,x1167))
% 1.38/1.46 [117]~E(x1171,x1172)+E(f21(x1173,x1174,x1175,x1176,x1177,x1171),f21(x1173,x1174,x1175,x1176,x1177,x1172))
% 1.38/1.46 [118]~E(x1181,x1182)+E(f18(x1181,x1183,x1184),f18(x1182,x1183,x1184))
% 1.38/1.46 [119]~E(x1191,x1192)+E(f18(x1193,x1191,x1194),f18(x1193,x1192,x1194))
% 1.38/1.46 [120]~E(x1201,x1202)+E(f18(x1203,x1204,x1201),f18(x1203,x1204,x1202))
% 1.38/1.46 [121]~E(x1211,x1212)+E(f35(x1211,x1213),f35(x1212,x1213))
% 1.38/1.46 [122]~E(x1221,x1222)+E(f35(x1223,x1221),f35(x1223,x1222))
% 1.38/1.46 [123]~E(x1231,x1232)+E(f61(x1231,x1233),f61(x1232,x1233))
% 1.38/1.46 [124]~E(x1241,x1242)+E(f61(x1243,x1241),f61(x1243,x1242))
% 1.38/1.46 [125]~E(x1251,x1252)+E(f52(x1251,x1253),f52(x1252,x1253))
% 1.38/1.46 [126]~E(x1261,x1262)+E(f52(x1263,x1261),f52(x1263,x1262))
% 1.38/1.46 [127]~E(x1271,x1272)+E(f7(x1271,x1273),f7(x1272,x1273))
% 1.38/1.46 [128]~E(x1281,x1282)+E(f7(x1283,x1281),f7(x1283,x1282))
% 1.38/1.46 [129]~E(x1291,x1292)+E(f8(x1291,x1293),f8(x1292,x1293))
% 1.38/1.46 [130]~E(x1301,x1302)+E(f8(x1303,x1301),f8(x1303,x1302))
% 1.38/1.46 [131]~E(x1311,x1312)+E(f34(x1311,x1313),f34(x1312,x1313))
% 1.38/1.46 [132]~E(x1321,x1322)+E(f34(x1323,x1321),f34(x1323,x1322))
% 1.38/1.46 [133]~E(x1331,x1332)+E(f48(x1331),f48(x1332))
% 1.38/1.46 [134]~E(x1341,x1342)+E(f51(x1341,x1343),f51(x1342,x1343))
% 1.38/1.46 [135]~E(x1351,x1352)+E(f51(x1353,x1351),f51(x1353,x1352))
% 1.38/1.46 [136]~E(x1361,x1362)+E(f53(x1361,x1363,x1364),f53(x1362,x1363,x1364))
% 1.38/1.46 [137]~E(x1371,x1372)+E(f53(x1373,x1371,x1374),f53(x1373,x1372,x1374))
% 1.38/1.46 [138]~E(x1381,x1382)+E(f53(x1383,x1384,x1381),f53(x1383,x1384,x1382))
% 1.38/1.46 [139]~P1(x1391)+P1(x1392)+~E(x1391,x1392)
% 1.38/1.46 [140]P2(x1402,x1403)+~E(x1401,x1402)+~P2(x1401,x1403)
% 1.38/1.46 [141]P2(x1413,x1412)+~E(x1411,x1412)+~P2(x1413,x1411)
% 1.38/1.46 [142]P4(x1422,x1423,x1424,x1425)+~E(x1421,x1422)+~P4(x1421,x1423,x1424,x1425)
% 1.38/1.46 [143]P4(x1433,x1432,x1434,x1435)+~E(x1431,x1432)+~P4(x1433,x1431,x1434,x1435)
% 1.38/1.46 [144]P4(x1443,x1444,x1442,x1445)+~E(x1441,x1442)+~P4(x1443,x1444,x1441,x1445)
% 1.38/1.46 [145]P4(x1453,x1454,x1455,x1452)+~E(x1451,x1452)+~P4(x1453,x1454,x1455,x1451)
% 1.38/1.46 [146]P5(x1462,x1463)+~E(x1461,x1462)+~P5(x1461,x1463)
% 1.38/1.46 [147]P5(x1473,x1472)+~E(x1471,x1472)+~P5(x1473,x1471)
% 1.38/1.46 [148]P3(x1482,x1483)+~E(x1481,x1482)+~P3(x1481,x1483)
% 1.38/1.46 [149]P3(x1493,x1492)+~E(x1491,x1492)+~P3(x1493,x1491)
% 1.38/1.46 [150]P6(x1502,x1503)+~E(x1501,x1502)+~P6(x1501,x1503)
% 1.38/1.46 [151]P6(x1513,x1512)+~E(x1511,x1512)+~P6(x1513,x1511)
% 1.38/1.46
% 1.38/1.46 %-------------------------------------------
% 1.38/1.46 cnf(355,plain,
% 1.38/1.46 (E(a38,f39(a1,a38))),
% 1.38/1.46 inference(scs_inference,[],[153,2])).
% 1.38/1.46 cnf(358,plain,
% 1.38/1.46 (P2(x3581,f24(x3581,a38))),
% 1.38/1.46 inference(scs_inference,[],[187,209,153,2,212,231])).
% 1.38/1.46 cnf(359,plain,
% 1.38/1.46 (P5(x3591,x3591)),
% 1.38/1.46 inference(rename_variables,[],[187])).
% 1.38/1.46 cnf(361,plain,
% 1.38/1.46 (~P5(f39(x3611,a38),x3611)),
% 1.38/1.46 inference(scs_inference,[],[187,209,153,2,212,231,229])).
% 1.38/1.46 cnf(362,plain,
% 1.38/1.46 (~P2(x3621,x3621)),
% 1.38/1.46 inference(rename_variables,[],[209])).
% 1.38/1.46 cnf(369,plain,
% 1.38/1.46 (P5(x3691,x3691)),
% 1.38/1.46 inference(rename_variables,[],[187])).
% 1.38/1.46 cnf(371,plain,
% 1.38/1.46 (P5(x3711,x3711)),
% 1.38/1.46 inference(rename_variables,[],[187])).
% 1.38/1.46 cnf(373,plain,
% 1.38/1.46 (~P2(x3731,x3731)),
% 1.38/1.46 inference(rename_variables,[],[209])).
% 1.38/1.46 cnf(377,plain,
% 1.38/1.46 (E(f39(a38,x3771),f39(x3771,a38))),
% 1.38/1.46 inference(rename_variables,[],[188])).
% 1.38/1.46 cnf(536,plain,
% 1.38/1.46 (~P6(f39(f39(f24(x5361,a38),a38),a38),f39(a38,f39(f24(x5361,a38),a38)))),
% 1.38/1.46 inference(scs_inference,[],[183,187,359,369,209,362,373,185,155,176,153,192,188,377,2,212,231,229,228,227,147,146,141,140,3,226,225,216,215,213,233,232,230,224,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,236,235,151])).
% 1.38/1.46 cnf(539,plain,
% 1.38/1.46 (~P5(a1,a45)),
% 1.38/1.46 inference(scs_inference,[],[183,187,359,369,209,362,373,185,152,155,176,153,192,188,377,2,212,231,229,228,227,147,146,141,140,3,226,225,216,215,213,233,232,230,224,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,236,235,151,150,139,218])).
% 1.38/1.46 cnf(542,plain,
% 1.38/1.46 (P5(x5421,x5421)),
% 1.38/1.46 inference(rename_variables,[],[187])).
% 1.38/1.46 cnf(556,plain,
% 1.38/1.46 (~P5(f24(x5561,a45),x5561)),
% 1.38/1.46 inference(scs_inference,[],[183,187,359,369,371,542,209,362,373,185,152,155,176,208,153,192,188,377,207,200,2,212,231,229,228,227,147,146,141,140,3,226,225,216,215,213,233,232,230,224,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,236,235,151,150,139,218,237,238,291,248,214,234])).
% 1.38/1.46 cnf(586,plain,
% 1.38/1.46 (P5(x5861,x5861)),
% 1.38/1.46 inference(rename_variables,[],[187])).
% 1.38/1.46 cnf(596,plain,
% 1.38/1.46 (P5(f24(f39(x5961,a38),a38),x5961)),
% 1.38/1.46 inference(scs_inference,[],[183,210,187,586,185,200,358,536,539,215,229,228,237,238,248,226,233])).
% 1.38/1.46 cnf(601,plain,
% 1.38/1.46 (~P5(x6011,f24(x6011,a38))),
% 1.38/1.46 inference(scs_inference,[],[183,210,187,586,185,200,209,358,361,536,539,215,229,228,237,238,248,226,233,213,231])).
% 1.38/1.46 cnf(653,plain,
% 1.38/1.46 (~P5(f24(x6531,a45),x6531)),
% 1.38/1.46 inference(rename_variables,[],[556])).
% 1.38/1.46 cnf(665,plain,
% 1.38/1.46 (~P5(f24(x6651,a45),x6651)),
% 1.38/1.46 inference(rename_variables,[],[556])).
% 1.38/1.46 cnf(676,plain,
% 1.38/1.46 (~P2(x6761,f24(f24(x6761,a38),a45))),
% 1.38/1.46 inference(scs_inference,[],[184,158,355,187,208,207,556,653,665,596,228,291,248,215,226,233,235,213,231,227])).
% 1.38/1.46 cnf(720,plain,
% 1.38/1.46 ($false),
% 1.38/1.46 inference(scs_inference,[],[184,186,601,676,539,214,232,226]),
% 1.38/1.46 ['proof']).
% 1.38/1.46 % SZS output end Proof
% 1.38/1.46 % Total time :0.680000s
%------------------------------------------------------------------------------