TSTP Solution File: LCL686+1.020 by Drodi---3.6.0
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : Drodi---3.6.0
% Problem : LCL686+1.020 : TPTP v8.1.2. Released v4.0.0.
% Transfm : none
% Format : tptp:raw
% Command : drodi -learnfrom(drodi.lrn) -timeout(%d) %s
% Computer : n020.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 : Tue Apr 30 20:27:56 EDT 2024
% Result : Theorem 3.15s 0.77s
% Output : CNFRefutation 3.15s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12 % Problem : LCL686+1.020 : TPTP v8.1.2. Released v4.0.0.
% 0.03/0.13 % Command : drodi -learnfrom(drodi.lrn) -timeout(%d) %s
% 0.14/0.35 % Computer : n020.cluster.edu
% 0.14/0.35 % Model : x86_64 x86_64
% 0.14/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.14/0.35 % Memory : 8042.1875MB
% 0.14/0.35 % OS : Linux 3.10.0-693.el7.x86_64
% 0.14/0.35 % CPULimit : 300
% 0.14/0.35 % WCLimit : 300
% 0.14/0.35 % DateTime : Mon Apr 29 20:14:17 EDT 2024
% 0.14/0.35 % CPUTime :
% 0.14/0.37 % Drodi V3.6.0
% 3.15/0.77 % Refutation found
% 3.15/0.77 % SZS status Theorem for theBenchmark: Theorem is valid
% 3.15/0.77 % SZS output start CNFRefutation for theBenchmark
% 3.15/0.77 fof(f1,axiom,(
% 3.15/0.77 (! [X] : r1(X,X) )),
% 3.15/0.77 file('/export/starexec/sandbox/benchmark/theBenchmark.p')).
% 3.15/0.77 fof(f2,axiom,(
% 3.15/0.77 (! [X,Y,Z] :( ( r1(X,Y)& r1(Y,Z) )=> r1(X,Z) ) )),
% 3.15/0.77 file('/export/starexec/sandbox/benchmark/theBenchmark.p')).
% 3.15/0.77 fof(f3,conjecture,(
% 3.15/0.77 ~ (? [X] :~ ( (! [Y] :( ~ r1(X,Y)| ~ p60(Y)| (! [X] :( ~ r1(Y,X)| ~ p1(X) ) )))| (! [Y] :( ~ r1(X,Y)| ~ (! [X] :( ~ r1(Y,X)| ~ ( (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| $false ))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p59(X)& ~ p58(X) )| ( ~ p59(X)& p58(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p58(Y)& ~ p57(Y) )| ( ~ p58(Y)& p57(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p57(X)& ~ p56(X) )| ( ~ p57(X)& p56(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p56(Y)& ~ p55(Y) )| ( ~ p56(Y)& p55(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p55(X)& ~ p54(X) )| ( ~ p55(X)& p54(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p54(Y)& ~ p53(Y) )| ( ~ p54(Y)& p53(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p53(X)& ~ p52(X) )| ( ~ p53(X)& p52(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p52(Y)& ~ p51(Y) )| ( ~ p52(Y)& p51(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p51(X)& ~ p50(X) )| ( ~ p51(X)& p50(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p50(Y)& ~ p49(Y) )| ( ~ p50(Y)& p49(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p49(X)& ~ p48(X) )| ( ~ p49(X)& p48(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p48(Y)& ~ p47(Y) )| ( ~ p48(Y)& p47(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p47(X)& ~ p46(X) )| ( ~ p47(X)& p46(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p46(Y)& ~ p45(Y) )| ( ~ p46(Y)& p45(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p45(X)& ~ p44(X) )| ( ~ p45(X)& p44(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p44(Y)& ~ p43(Y) )| ( ~ p44(Y)& p43(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p43(X)& ~ p42(X) )| ( ~ p43(X)& p42(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p42(Y)& ~ p41(Y) )| ( ~ p42(Y)& p41(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p41(X)& ~ p40(X) )| ( ~ p41(X)& p40(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p40(Y)& ~ p39(Y) )| ( ~ p40(Y)& p39(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p39(X)& ~ p38(X) )| ( ~ p39(X)& p38(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p38(Y)& ~ p37(Y) )| ( ~ p38(Y)& p37(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p37(X)& ~ p36(X) )| ( ~ p37(X)& p36(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p36(Y)& ~ p35(Y) )| ( ~ p36(Y)& p35(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p35(X)& ~ p34(X) )| ( ~ p35(X)& p34(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p34(Y)& ~ p33(Y) )| ( ~ p34(Y)& p33(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p33(X)& ~ p32(X) )| ( ~ p33(X)& p32(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p32(Y)& ~ p31(Y) )| ( ~ p32(Y)& p31(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p31(X)& ~ p30(X) )| ( ~ p31(X)& p30(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p30(Y)& ~ p29(Y) )| ( ~ p30(Y)& p29(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p29(X)& ~ p28(X) )| ( ~ p29(X)& p28(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p28(Y)& ~ p27(Y) )| ( ~ p28(Y)& p27(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p27(X)& ~ p26(X) )| ( ~ p27(X)& p26(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p26(Y)& ~ p25(Y) )| ( ~ p26(Y)& p25(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p25(X)& ~ p24(X) )| ( ~ p25(X)& p24(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p24(Y)& ~ p23(Y) )| ( ~ p24(Y)& p23(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p23(X)& ~ p22(X) )| ( ~ p23(X)& p22(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p22(Y)& ~ p21(Y) )| ( ~ p22(Y)& p21(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p21(X)& ~ p20(X) )| ( ~ p21(X)& p20(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p20(Y)& ~ p19(Y) )| ( ~ p20(Y)& p19(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p19(X)& ~ p18(X) )| ( ~ p19(X)& p18(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p18(Y)& ~ p17(Y) )| ( ~ p18(Y)& p17(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p17(X)& ~ p16(X) )| ( ~ p17(X)& p16(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p16(Y)& ~ p15(Y) )| ( ~ p16(Y)& p15(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p15(X)& ~ p14(X) )| ( ~ p15(X)& p14(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p14(Y)& ~ p13(Y) )| ( ~ p14(Y)& p13(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p13(X)& ~ p12(X) )| ( ~ p13(X)& p12(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p12(Y)& ~ p11(Y) )| ( ~ p12(Y)& p11(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p11(X)& ~ p10(X) )| ( ~ p11(X)& p10(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p10(Y)& ~ p9(Y) )| ( ~ p10(Y)& p9(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p9(X)& ~ p8(X) )| ( ~ p9(X)& p8(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p8(Y)& ~ p7(Y) )| ( ~ p8(Y)& p7(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p7(X)& ~ p6(X) )| ( ~ p7(X)& p6(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p6(Y)& ~ p5(Y) )| ( ~ p6(Y)& p5(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p5(X)& ~ p4(X) )| ( ~ p5(X)& p4(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p4(Y)& ~ p3(Y) )| ( ~ p4(Y)& p3(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p3(X)& ~ p2(X) )| ( ~ p3(X)& p2(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p2(Y)& ~ p1(Y) )| ( ~ p2(Y)& p1(Y) ) ) ))| (! [Y] :( ~ r1(X,Y)| p60(Y) ))| (! [Y] :( ~ r1(X,Y)| ( ~ p58(Y)& ~ p59(Y) )| ( p59(Y)& p58(Y) )| ( ~ p57(Y)& ~ p58(Y) )| ( p58(Y)& p57(Y) )| ( ~ p56(Y)& ~ p57(Y) )| ( p57(Y)& p56(Y) )| ( ~ p55(Y)& ~ p56(Y) )| ( p56(Y)& p55(Y) )| ( ~ p54(Y)& ~ p55(Y) )| ( p55(Y)& p54(Y) )| ( ~ p53(Y)& ~ p54(Y) )| ( p54(Y)& p53(Y) )| ( ~ p52(Y)& ~ p53(Y) )| ( p53(Y)& p52(Y) )| ( ~ p51(Y)& ~ p52(Y) )| ( p52(Y)& p51(Y) )| ( ~ p50(Y)& ~ p51(Y) )| ( p51(Y)& p50(Y) )| ( ~ p49(Y)& ~ p50(Y) )| ( p50(Y)& p49(Y) )| ( ~ p48(Y)& ~ p49(Y) )| ( p49(Y)& p48(Y) )| ( ~ p47(Y)& ~ p48(Y) )| ( p48(Y)& p47(Y) )| ( ~ p46(Y)& ~ p47(Y) )| ( p47(Y)& p46(Y) )| ( ~ p45(Y)& ~ p46(Y) )| ( p46(Y)& p45(Y) )| ( ~ p44(Y)& ~ p45(Y) )| ( p45(Y)& p44(Y) )| ( ~ p43(Y)& ~ p44(Y) )| ( p44(Y)& p43(Y) )| ( ~ p42(Y)& ~ p43(Y) )| ( p43(Y)& p42(Y) )| ( ~ p41(Y)& ~ p42(Y) )| ( p42(Y)& p41(Y) )| ( ~ p40(Y)& ~ p41(Y) )| ( p41(Y)& p40(Y) )| ( ~ p39(Y)& ~ p40(Y) )| ( p40(Y)& p39(Y) )| ( ~ p38(Y)& ~ p39(Y) )| ( p39(Y)& p38(Y) )| ( ~ p37(Y)& ~ p38(Y) )| ( p38(Y)& p37(Y) )| ( ~ p36(Y)& ~ p37(Y) )| ( p37(Y)& p36(Y) )| ( ~ p35(Y)& ~ p36(Y) )| ( p36(Y)& p35(Y) )| ( ~ p34(Y)& ~ p35(Y) )| ( p35(Y)& p34(Y) )| ( ~ p33(Y)& ~ p34(Y) )| ( p34(Y)& p33(Y) )| ( ~ p32(Y)& ~ p33(Y) )| ( p33(Y)& p32(Y) )| ( ~ p31(Y)& ~ p32(Y) )| ( p32(Y)& p31(Y) )| ( ~ p30(Y)& ~ p31(Y) )| ( p31(Y)& p30(Y) )| ( ~ p29(Y)& ~ p30(Y) )| ( p30(Y)& p29(Y) )| ( ~ p28(Y)& ~ p29(Y) )| ( p29(Y)& p28(Y) )| ( ~ p27(Y)& ~ p28(Y) )| ( p28(Y)& p27(Y) )| ( ~ p26(Y)& ~ p27(Y) )| ( p27(Y)& p26(Y) )| ( ~ p25(Y)& ~ p26(Y) )| ( p26(Y)& p25(Y) )| ( ~ p24(Y)& ~ p25(Y) )| ( p25(Y)& p24(Y) )| ( ~ p23(Y)& ~ p24(Y) )| ( p24(Y)& p23(Y) )| ( ~ p22(Y)& ~ p23(Y) )| ( p23(Y)& p22(Y) )| ( ~ p21(Y)& ~ p22(Y) )| ( p22(Y)& p21(Y) )| ( ~ p20(Y)& ~ p21(Y) )| ( p21(Y)& p20(Y) )| ( ~ p19(Y)& ~ p20(Y) )| ( p20(Y)& p19(Y) )| ( ~ p18(Y)& ~ p19(Y) )| ( p19(Y)& p18(Y) )| ( ~ p17(Y)& ~ p18(Y) )| ( p18(Y)& p17(Y) )| ( ~ p16(Y)& ~ p17(Y) )| ( p17(Y)& p16(Y) )| ( ~ p15(Y)& ~ p16(Y) )| ( p16(Y)& p15(Y) )| ( ~ p14(Y)& ~ p15(Y) )| ( p15(Y)& p14(Y) )| ( ~ p13(Y)& ~ p14(Y) )| ( p14(Y)& p13(Y) )| ( ~ p12(Y)& ~ p13(Y) )| ( p13(Y)& p12(Y) )| ( ~ p11(Y)& ~ p12(Y) )| ( p12(Y)& p11(Y) )| ( ~ p10(Y)& ~ p11(Y) )| ( p11(Y)& p10(Y) )| ( ~ p9(Y)& ~ p10(Y) )| ( p10(Y)& p9(Y) )| ( ~ p8(Y)& ~ p9(Y) )| ( p9(Y)& p8(Y) )| ( ~ p7(Y)& ~ p8(Y) )| ( p8(Y)& p7(Y) )| ( ~ p6(Y)& ~ p7(Y) )| ( p7(Y)& p6(Y) )| ( ~ p5(Y)& ~ p6(Y) )| ( p6(Y)& p5(Y) )| ( ~ p4(Y)& ~ p5(Y) )| ( p5(Y)& p4(Y) )| ( ~ p3(Y)& ~ p4(Y) )| ( p4(Y)& p3(Y) )| ( ~ p2(Y)& ~ p3(Y) )| ( p3(Y)& p2(Y) )| ( ~ p1(Y)& ~ p2(Y) )| ( p2(Y)& p1(Y) ) ) )) ) )) )) )),
% 3.15/0.77 file('/export/starexec/sandbox/benchmark/theBenchmark.p')).
% 3.15/0.77 fof(f4,negated_conjecture,(
% 3.15/0.77 ~(~ (? [X] :~ ( (! [Y] :( ~ r1(X,Y)| ~ p60(Y)| (! [X] :( ~ r1(Y,X)| ~ p1(X) ) )))| (! [Y] :( ~ r1(X,Y)| ~ (! [X] :( ~ r1(Y,X)| ~ ( (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| (! [Y] :( ~ r1(X,Y)| (! [X] :( ~ r1(Y,X)| $false ))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p59(X)& ~ p58(X) )| ( ~ p59(X)& p58(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p58(Y)& ~ p57(Y) )| ( ~ p58(Y)& p57(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p57(X)& ~ p56(X) )| ( ~ p57(X)& p56(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p56(Y)& ~ p55(Y) )| ( ~ p56(Y)& p55(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p55(X)& ~ p54(X) )| ( ~ p55(X)& p54(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p54(Y)& ~ p53(Y) )| ( ~ p54(Y)& p53(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p53(X)& ~ p52(X) )| ( ~ p53(X)& p52(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p52(Y)& ~ p51(Y) )| ( ~ p52(Y)& p51(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p51(X)& ~ p50(X) )| ( ~ p51(X)& p50(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p50(Y)& ~ p49(Y) )| ( ~ p50(Y)& p49(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p49(X)& ~ p48(X) )| ( ~ p49(X)& p48(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p48(Y)& ~ p47(Y) )| ( ~ p48(Y)& p47(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p47(X)& ~ p46(X) )| ( ~ p47(X)& p46(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p46(Y)& ~ p45(Y) )| ( ~ p46(Y)& p45(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p45(X)& ~ p44(X) )| ( ~ p45(X)& p44(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p44(Y)& ~ p43(Y) )| ( ~ p44(Y)& p43(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p43(X)& ~ p42(X) )| ( ~ p43(X)& p42(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p42(Y)& ~ p41(Y) )| ( ~ p42(Y)& p41(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p41(X)& ~ p40(X) )| ( ~ p41(X)& p40(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p40(Y)& ~ p39(Y) )| ( ~ p40(Y)& p39(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p39(X)& ~ p38(X) )| ( ~ p39(X)& p38(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p38(Y)& ~ p37(Y) )| ( ~ p38(Y)& p37(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p37(X)& ~ p36(X) )| ( ~ p37(X)& p36(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p36(Y)& ~ p35(Y) )| ( ~ p36(Y)& p35(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p35(X)& ~ p34(X) )| ( ~ p35(X)& p34(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p34(Y)& ~ p33(Y) )| ( ~ p34(Y)& p33(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p33(X)& ~ p32(X) )| ( ~ p33(X)& p32(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p32(Y)& ~ p31(Y) )| ( ~ p32(Y)& p31(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p31(X)& ~ p30(X) )| ( ~ p31(X)& p30(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p30(Y)& ~ p29(Y) )| ( ~ p30(Y)& p29(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p29(X)& ~ p28(X) )| ( ~ p29(X)& p28(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p28(Y)& ~ p27(Y) )| ( ~ p28(Y)& p27(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p27(X)& ~ p26(X) )| ( ~ p27(X)& p26(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p26(Y)& ~ p25(Y) )| ( ~ p26(Y)& p25(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p25(X)& ~ p24(X) )| ( ~ p25(X)& p24(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p24(Y)& ~ p23(Y) )| ( ~ p24(Y)& p23(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p23(X)& ~ p22(X) )| ( ~ p23(X)& p22(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p22(Y)& ~ p21(Y) )| ( ~ p22(Y)& p21(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p21(X)& ~ p20(X) )| ( ~ p21(X)& p20(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p20(Y)& ~ p19(Y) )| ( ~ p20(Y)& p19(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p19(X)& ~ p18(X) )| ( ~ p19(X)& p18(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p18(Y)& ~ p17(Y) )| ( ~ p18(Y)& p17(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p17(X)& ~ p16(X) )| ( ~ p17(X)& p16(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p16(Y)& ~ p15(Y) )| ( ~ p16(Y)& p15(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p15(X)& ~ p14(X) )| ( ~ p15(X)& p14(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p14(Y)& ~ p13(Y) )| ( ~ p14(Y)& p13(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p13(X)& ~ p12(X) )| ( ~ p13(X)& p12(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p12(Y)& ~ p11(Y) )| ( ~ p12(Y)& p11(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p11(X)& ~ p10(X) )| ( ~ p11(X)& p10(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p10(Y)& ~ p9(Y) )| ( ~ p10(Y)& p9(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p9(X)& ~ p8(X) )| ( ~ p9(X)& p8(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p8(Y)& ~ p7(Y) )| ( ~ p8(Y)& p7(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p7(X)& ~ p6(X) )| ( ~ p7(X)& p6(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p6(Y)& ~ p5(Y) )| ( ~ p6(Y)& p5(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p5(X)& ~ p4(X) )| ( ~ p5(X)& p4(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p4(Y)& ~ p3(Y) )| ( ~ p4(Y)& p3(Y) ) ) ) )))| ~ (! [X] :( ~ r1(Y,X)| ~ ( ( p3(X)& ~ p2(X) )| ( ~ p3(X)& p2(X) ) ) ) )))| ~ (! [Y] :( ~ r1(X,Y)| ~ ( ( p2(Y)& ~ p1(Y) )| ( ~ p2(Y)& p1(Y) ) ) ))| (! [Y] :( ~ r1(X,Y)| p60(Y) ))| (! [Y] :( ~ r1(X,Y)| ( ~ p58(Y)& ~ p59(Y) )| ( p59(Y)& p58(Y) )| ( ~ p57(Y)& ~ p58(Y) )| ( p58(Y)& p57(Y) )| ( ~ p56(Y)& ~ p57(Y) )| ( p57(Y)& p56(Y) )| ( ~ p55(Y)& ~ p56(Y) )| ( p56(Y)& p55(Y) )| ( ~ p54(Y)& ~ p55(Y) )| ( p55(Y)& p54(Y) )| ( ~ p53(Y)& ~ p54(Y) )| ( p54(Y)& p53(Y) )| ( ~ p52(Y)& ~ p53(Y) )| ( p53(Y)& p52(Y) )| ( ~ p51(Y)& ~ p52(Y) )| ( p52(Y)& p51(Y) )| ( ~ p50(Y)& ~ p51(Y) )| ( p51(Y)& p50(Y) )| ( ~ p49(Y)& ~ p50(Y) )| ( p50(Y)& p49(Y) )| ( ~ p48(Y)& ~ p49(Y) )| ( p49(Y)& p48(Y) )| ( ~ p47(Y)& ~ p48(Y) )| ( p48(Y)& p47(Y) )| ( ~ p46(Y)& ~ p47(Y) )| ( p47(Y)& p46(Y) )| ( ~ p45(Y)& ~ p46(Y) )| ( p46(Y)& p45(Y) )| ( ~ p44(Y)& ~ p45(Y) )| ( p45(Y)& p44(Y) )| ( ~ p43(Y)& ~ p44(Y) )| ( p44(Y)& p43(Y) )| ( ~ p42(Y)& ~ p43(Y) )| ( p43(Y)& p42(Y) )| ( ~ p41(Y)& ~ p42(Y) )| ( p42(Y)& p41(Y) )| ( ~ p40(Y)& ~ p41(Y) )| ( p41(Y)& p40(Y) )| ( ~ p39(Y)& ~ p40(Y) )| ( p40(Y)& p39(Y) )| ( ~ p38(Y)& ~ p39(Y) )| ( p39(Y)& p38(Y) )| ( ~ p37(Y)& ~ p38(Y) )| ( p38(Y)& p37(Y) )| ( ~ p36(Y)& ~ p37(Y) )| ( p37(Y)& p36(Y) )| ( ~ p35(Y)& ~ p36(Y) )| ( p36(Y)& p35(Y) )| ( ~ p34(Y)& ~ p35(Y) )| ( p35(Y)& p34(Y) )| ( ~ p33(Y)& ~ p34(Y) )| ( p34(Y)& p33(Y) )| ( ~ p32(Y)& ~ p33(Y) )| ( p33(Y)& p32(Y) )| ( ~ p31(Y)& ~ p32(Y) )| ( p32(Y)& p31(Y) )| ( ~ p30(Y)& ~ p31(Y) )| ( p31(Y)& p30(Y) )| ( ~ p29(Y)& ~ p30(Y) )| ( p30(Y)& p29(Y) )| ( ~ p28(Y)& ~ p29(Y) )| ( p29(Y)& p28(Y) )| ( ~ p27(Y)& ~ p28(Y) )| ( p28(Y)& p27(Y) )| ( ~ p26(Y)& ~ p27(Y) )| ( p27(Y)& p26(Y) )| ( ~ p25(Y)& ~ p26(Y) )| ( p26(Y)& p25(Y) )| ( ~ p24(Y)& ~ p25(Y) )| ( p25(Y)& p24(Y) )| ( ~ p23(Y)& ~ p24(Y) )| ( p24(Y)& p23(Y) )| ( ~ p22(Y)& ~ p23(Y) )| ( p23(Y)& p22(Y) )| ( ~ p21(Y)& ~ p22(Y) )| ( p22(Y)& p21(Y) )| ( ~ p20(Y)& ~ p21(Y) )| ( p21(Y)& p20(Y) )| ( ~ p19(Y)& ~ p20(Y) )| ( p20(Y)& p19(Y) )| ( ~ p18(Y)& ~ p19(Y) )| ( p19(Y)& p18(Y) )| ( ~ p17(Y)& ~ p18(Y) )| ( p18(Y)& p17(Y) )| ( ~ p16(Y)& ~ p17(Y) )| ( p17(Y)& p16(Y) )| ( ~ p15(Y)& ~ p16(Y) )| ( p16(Y)& p15(Y) )| ( ~ p14(Y)& ~ p15(Y) )| ( p15(Y)& p14(Y) )| ( ~ p13(Y)& ~ p14(Y) )| ( p14(Y)& p13(Y) )| ( ~ p12(Y)& ~ p13(Y) )| ( p13(Y)& p12(Y) )| ( ~ p11(Y)& ~ p12(Y) )| ( p12(Y)& p11(Y) )| ( ~ p10(Y)& ~ p11(Y) )| ( p11(Y)& p10(Y) )| ( ~ p9(Y)& ~ p10(Y) )| ( p10(Y)& p9(Y) )| ( ~ p8(Y)& ~ p9(Y) )| ( p9(Y)& p8(Y) )| ( ~ p7(Y)& ~ p8(Y) )| ( p8(Y)& p7(Y) )| ( ~ p6(Y)& ~ p7(Y) )| ( p7(Y)& p6(Y) )| ( ~ p5(Y)& ~ p6(Y) )| ( p6(Y)& p5(Y) )| ( ~ p4(Y)& ~ p5(Y) )| ( p5(Y)& p4(Y) )| ( ~ p3(Y)& ~ p4(Y) )| ( p4(Y)& p3(Y) )| ( ~ p2(Y)& ~ p3(Y) )| ( p3(Y)& p2(Y) )| ( ~ p1(Y)& ~ p2(Y) )| ( p2(Y)& p1(Y) ) ) )) ) )) )) ))),
% 3.15/0.77 inference(negated_conjecture,[status(cth)],[f3])).
% 3.15/0.77 fof(f5,plain,(
% 3.15/0.77 ![X0]: (r1(X0,X0))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f1])).
% 3.15/0.77 fof(f6,plain,(
% 3.15/0.77 ![X,Y,Z]: ((~r1(X,Y)|~r1(Y,Z))|r1(X,Z))),
% 3.15/0.77 inference(pre_NNF_transformation,[status(esa)],[f2])).
% 3.15/0.77 fof(f7,plain,(
% 3.15/0.77 ![X,Z]: ((![Y]: (~r1(X,Y)|~r1(Y,Z)))|r1(X,Z))),
% 3.15/0.77 inference(miniscoping,[status(esa)],[f6])).
% 3.15/0.77 fof(f8,plain,(
% 3.15/0.77 ![X0,X1,X2]: (~r1(X0,X1)|~r1(X1,X2)|r1(X0,X2))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f7])).
% 3.15/0.77 fof(f9,plain,(
% 3.15/0.77 ?[X]: ((?[Y]: ((r1(X,Y)&p60(Y))&(?[X]: (r1(Y,X)&p1(X)))))&(?[Y]: (r1(X,Y)&(![X]: (~r1(Y,X)|((((?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: (r1(Y,X)&$true)))&(![X]: (~r1(Y,X)|((~p59(X)|p58(X))&(p59(X)|~p58(X))))))))&(![Y]: (~r1(X,Y)|((~p58(Y)|p57(Y))&(p58(Y)|~p57(Y))))))))&(![X]: (~r1(Y,X)|((~p57(X)|p56(X))&(p57(X)|~p56(X))))))))&(![Y]: (~r1(X,Y)|((~p56(Y)|p55(Y))&(p56(Y)|~p55(Y))))))))&(![X]: (~r1(Y,X)|((~p55(X)|p54(X))&(p55(X)|~p54(X))))))))&(![Y]: (~r1(X,Y)|((~p54(Y)|p53(Y))&(p54(Y)|~p53(Y))))))))&(![X]: (~r1(Y,X)|((~p53(X)|p52(X))&(p53(X)|~p52(X))))))))&(![Y]: (~r1(X,Y)|((~p52(Y)|p51(Y))&(p52(Y)|~p51(Y))))))))&(![X]: (~r1(Y,X)|((~p51(X)|p50(X))&(p51(X)|~p50(X))))))))&(![Y]: (~r1(X,Y)|((~p50(Y)|p49(Y))&(p50(Y)|~p49(Y))))))))&(![X]: (~r1(Y,X)|((~p49(X)|p48(X))&(p49(X)|~p48(X))))))))&(![Y]: (~r1(X,Y)|((~p48(Y)|p47(Y))&(p48(Y)|~p47(Y))))))))&(![X]: (~r1(Y,X)|((~p47(X)|p46(X))&(p47(X)|~p46(X))))))))&(![Y]: (~r1(X,Y)|((~p46(Y)|p45(Y))&(p46(Y)|~p45(Y))))))))&(![X]: (~r1(Y,X)|((~p45(X)|p44(X))&(p45(X)|~p44(X))))))))&(![Y]: (~r1(X,Y)|((~p44(Y)|p43(Y))&(p44(Y)|~p43(Y))))))))&(![X]: (~r1(Y,X)|((~p43(X)|p42(X))&(p43(X)|~p42(X))))))))&(![Y]: (~r1(X,Y)|((~p42(Y)|p41(Y))&(p42(Y)|~p41(Y))))))))&(![X]: (~r1(Y,X)|((~p41(X)|p40(X))&(p41(X)|~p40(X))))))))&(![Y]: (~r1(X,Y)|((~p40(Y)|p39(Y))&(p40(Y)|~p39(Y))))))))&(![X]: (~r1(Y,X)|((~p39(X)|p38(X))&(p39(X)|~p38(X))))))))&(![Y]: (~r1(X,Y)|((~p38(Y)|p37(Y))&(p38(Y)|~p37(Y))))))))&(![X]: (~r1(Y,X)|((~p37(X)|p36(X))&(p37(X)|~p36(X))))))))&(![Y]: (~r1(X,Y)|((~p36(Y)|p35(Y))&(p36(Y)|~p35(Y))))))))&(![X]: (~r1(Y,X)|((~p35(X)|p34(X))&(p35(X)|~p34(X))))))))&(![Y]: (~r1(X,Y)|((~p34(Y)|p33(Y))&(p34(Y)|~p33(Y))))))))&(![X]: (~r1(Y,X)|((~p33(X)|p32(X))&(p33(X)|~p32(X))))))))&(![Y]: (~r1(X,Y)|((~p32(Y)|p31(Y))&(p32(Y)|~p31(Y))))))))&(![X]: (~r1(Y,X)|((~p31(X)|p30(X))&(p31(X)|~p30(X))))))))&(![Y]: (~r1(X,Y)|((~p30(Y)|p29(Y))&(p30(Y)|~p29(Y))))))))&(![X]: (~r1(Y,X)|((~p29(X)|p28(X))&(p29(X)|~p28(X))))))))&(![Y]: (~r1(X,Y)|((~p28(Y)|p27(Y))&(p28(Y)|~p27(Y))))))))&(![X]: (~r1(Y,X)|((~p27(X)|p26(X))&(p27(X)|~p26(X))))))))&(![Y]: (~r1(X,Y)|((~p26(Y)|p25(Y))&(p26(Y)|~p25(Y))))))))&(![X]: (~r1(Y,X)|((~p25(X)|p24(X))&(p25(X)|~p24(X))))))))&(![Y]: (~r1(X,Y)|((~p24(Y)|p23(Y))&(p24(Y)|~p23(Y))))))))&(![X]: (~r1(Y,X)|((~p23(X)|p22(X))&(p23(X)|~p22(X))))))))&(![Y]: (~r1(X,Y)|((~p22(Y)|p21(Y))&(p22(Y)|~p21(Y))))))))&(![X]: (~r1(Y,X)|((~p21(X)|p20(X))&(p21(X)|~p20(X))))))))&(![Y]: (~r1(X,Y)|((~p20(Y)|p19(Y))&(p20(Y)|~p19(Y))))))))&(![X]: (~r1(Y,X)|((~p19(X)|p18(X))&(p19(X)|~p18(X))))))))&(![Y]: (~r1(X,Y)|((~p18(Y)|p17(Y))&(p18(Y)|~p17(Y))))))))&(![X]: (~r1(Y,X)|((~p17(X)|p16(X))&(p17(X)|~p16(X))))))))&(![Y]: (~r1(X,Y)|((~p16(Y)|p15(Y))&(p16(Y)|~p15(Y))))))))&(![X]: (~r1(Y,X)|((~p15(X)|p14(X))&(p15(X)|~p14(X))))))))&(![Y]: (~r1(X,Y)|((~p14(Y)|p13(Y))&(p14(Y)|~p13(Y))))))))&(![X]: (~r1(Y,X)|((~p13(X)|p12(X))&(p13(X)|~p12(X))))))))&(![Y]: (~r1(X,Y)|((~p12(Y)|p11(Y))&(p12(Y)|~p11(Y))))))))&(![X]: (~r1(Y,X)|((~p11(X)|p10(X))&(p11(X)|~p10(X))))))))&(![Y]: (~r1(X,Y)|((~p10(Y)|p9(Y))&(p10(Y)|~p9(Y))))))))&(![X]: (~r1(Y,X)|((~p9(X)|p8(X))&(p9(X)|~p8(X))))))))&(![Y]: (~r1(X,Y)|((~p8(Y)|p7(Y))&(p8(Y)|~p7(Y))))))))&(![X]: (~r1(Y,X)|((~p7(X)|p6(X))&(p7(X)|~p6(X))))))))&(![Y]: (~r1(X,Y)|((~p6(Y)|p5(Y))&(p6(Y)|~p5(Y))))))))&(![X]: (~r1(Y,X)|((~p5(X)|p4(X))&(p5(X)|~p4(X))))))))&(![Y]: (~r1(X,Y)|((~p4(Y)|p3(Y))&(p4(Y)|~p3(Y))))))))&(![X]: (~r1(Y,X)|((~p3(X)|p2(X))&(p3(X)|~p2(X)))))))&(![Y]: (~r1(X,Y)|((~p2(Y)|p1(Y))&(p2(Y)|~p1(Y))))))&(?[Y]: (r1(X,Y)&~p60(Y))))&(?[Y]: 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% 3.15/0.77 inference(pre_NNF_transformation,[status(esa)],[f4])).
% 3.15/0.77 fof(f10,plain,(
% 3.15/0.77 ?[X]: ((?[Y]: ((r1(X,Y)&p60(Y))&(?[X]: (r1(Y,X)&p1(X)))))&(?[Y]: (r1(X,Y)&(![X]: (~r1(Y,X)|((((?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: ((r1(X,Y)&(?[X]: ((r1(Y,X)&(?[Y]: 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(~r1(X,Y)|((~p10(Y)|p9(Y))&(p10(Y)|~p9(Y))))))))&(![X]: (~r1(Y,X)|((~p9(X)|p8(X))&(p9(X)|~p8(X))))))))&(![Y]: (~r1(X,Y)|((~p8(Y)|p7(Y))&(p8(Y)|~p7(Y))))))))&(![X]: (~r1(Y,X)|((~p7(X)|p6(X))&(p7(X)|~p6(X))))))))&(![Y]: (~r1(X,Y)|((~p6(Y)|p5(Y))&(p6(Y)|~p5(Y))))))))&(![X]: (~r1(Y,X)|((~p5(X)|p4(X))&(p5(X)|~p4(X))))))))&(![Y]: (~r1(X,Y)|((~p4(Y)|p3(Y))&(p4(Y)|~p3(Y))))))))&(![X]: (~r1(Y,X)|((~p3(X)|p2(X))&(p3(X)|~p2(X)))))))&(![Y]: (~r1(X,Y)|((~p2(Y)|p1(Y))&(p2(Y)|~p1(Y))))))&(?[Y]: (r1(X,Y)&~p60(Y))))&(?[Y]: 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% 3.15/0.77 inference(miniscoping,[status(esa)],[f9])).
% 3.15/0.77 fof(f11,plain,(
% 3.15/0.77 (((r1(sk0_0,sk0_1)&p60(sk0_1))&(r1(sk0_1,sk0_2)&p1(sk0_2)))&(r1(sk0_0,sk0_3)&(![X]: 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(~r1(sk0_60(X),X)|((~p59(X)|p58(X))&(p59(X)|~p58(X)))))))&(![Y]: (~r1(sk0_59(X),Y)|((~p58(Y)|p57(Y))&(p58(Y)|~p57(Y)))))))&(![X]: (~r1(sk0_58(X),X)|((~p57(X)|p56(X))&(p57(X)|~p56(X)))))))&(![Y]: (~r1(sk0_57(X),Y)|((~p56(Y)|p55(Y))&(p56(Y)|~p55(Y)))))))&(![X]: (~r1(sk0_56(X),X)|((~p55(X)|p54(X))&(p55(X)|~p54(X)))))))&(![Y]: (~r1(sk0_55(X),Y)|((~p54(Y)|p53(Y))&(p54(Y)|~p53(Y)))))))&(![X]: (~r1(sk0_54(X),X)|((~p53(X)|p52(X))&(p53(X)|~p52(X)))))))&(![Y]: (~r1(sk0_53(X),Y)|((~p52(Y)|p51(Y))&(p52(Y)|~p51(Y)))))))&(![X]: (~r1(sk0_52(X),X)|((~p51(X)|p50(X))&(p51(X)|~p50(X)))))))&(![Y]: (~r1(sk0_51(X),Y)|((~p50(Y)|p49(Y))&(p50(Y)|~p49(Y)))))))&(![X]: (~r1(sk0_50(X),X)|((~p49(X)|p48(X))&(p49(X)|~p48(X)))))))&(![Y]: (~r1(sk0_49(X),Y)|((~p48(Y)|p47(Y))&(p48(Y)|~p47(Y)))))))&(![X]: (~r1(sk0_48(X),X)|((~p47(X)|p46(X))&(p47(X)|~p46(X)))))))&(![Y]: (~r1(sk0_47(X),Y)|((~p46(Y)|p45(Y))&(p46(Y)|~p45(Y)))))))&(![X]: (~r1(sk0_46(X),X)|((~p45(X)|p44(X))&(p45(X)|~p44(X)))))))&(![Y]: (~r1(sk0_45(X),Y)|((~p44(Y)|p43(Y))&(p44(Y)|~p43(Y)))))))&(![X]: (~r1(sk0_44(X),X)|((~p43(X)|p42(X))&(p43(X)|~p42(X)))))))&(![Y]: (~r1(sk0_43(X),Y)|((~p42(Y)|p41(Y))&(p42(Y)|~p41(Y)))))))&(![X]: (~r1(sk0_42(X),X)|((~p41(X)|p40(X))&(p41(X)|~p40(X)))))))&(![Y]: (~r1(sk0_41(X),Y)|((~p40(Y)|p39(Y))&(p40(Y)|~p39(Y)))))))&(![X]: (~r1(sk0_40(X),X)|((~p39(X)|p38(X))&(p39(X)|~p38(X)))))))&(![Y]: (~r1(sk0_39(X),Y)|((~p38(Y)|p37(Y))&(p38(Y)|~p37(Y)))))))&(![X]: (~r1(sk0_38(X),X)|((~p37(X)|p36(X))&(p37(X)|~p36(X)))))))&(![Y]: (~r1(sk0_37(X),Y)|((~p36(Y)|p35(Y))&(p36(Y)|~p35(Y)))))))&(![X]: (~r1(sk0_36(X),X)|((~p35(X)|p34(X))&(p35(X)|~p34(X)))))))&(![Y]: (~r1(sk0_35(X),Y)|((~p34(Y)|p33(Y))&(p34(Y)|~p33(Y)))))))&(![X]: (~r1(sk0_34(X),X)|((~p33(X)|p32(X))&(p33(X)|~p32(X)))))))&(![Y]: (~r1(sk0_33(X),Y)|((~p32(Y)|p31(Y))&(p32(Y)|~p31(Y)))))))&(![X]: (~r1(sk0_32(X),X)|((~p31(X)|p30(X))&(p31(X)|~p30(X)))))))&(![Y]: (~r1(sk0_31(X),Y)|((~p30(Y)|p29(Y))&(p30(Y)|~p29(Y)))))))&(![X]: (~r1(sk0_30(X),X)|((~p29(X)|p28(X))&(p29(X)|~p28(X)))))))&(![Y]: (~r1(sk0_29(X),Y)|((~p28(Y)|p27(Y))&(p28(Y)|~p27(Y)))))))&(![X]: (~r1(sk0_28(X),X)|((~p27(X)|p26(X))&(p27(X)|~p26(X)))))))&(![Y]: (~r1(sk0_27(X),Y)|((~p26(Y)|p25(Y))&(p26(Y)|~p25(Y)))))))&(![X]: (~r1(sk0_26(X),X)|((~p25(X)|p24(X))&(p25(X)|~p24(X)))))))&(![Y]: (~r1(sk0_25(X),Y)|((~p24(Y)|p23(Y))&(p24(Y)|~p23(Y)))))))&(![X]: (~r1(sk0_24(X),X)|((~p23(X)|p22(X))&(p23(X)|~p22(X)))))))&(![Y]: (~r1(sk0_23(X),Y)|((~p22(Y)|p21(Y))&(p22(Y)|~p21(Y)))))))&(![X]: (~r1(sk0_22(X),X)|((~p21(X)|p20(X))&(p21(X)|~p20(X)))))))&(![Y]: (~r1(sk0_21(X),Y)|((~p20(Y)|p19(Y))&(p20(Y)|~p19(Y)))))))&(![X]: (~r1(sk0_20(X),X)|((~p19(X)|p18(X))&(p19(X)|~p18(X)))))))&(![Y]: (~r1(sk0_19(X),Y)|((~p18(Y)|p17(Y))&(p18(Y)|~p17(Y)))))))&(![X]: (~r1(sk0_18(X),X)|((~p17(X)|p16(X))&(p17(X)|~p16(X)))))))&(![Y]: (~r1(sk0_17(X),Y)|((~p16(Y)|p15(Y))&(p16(Y)|~p15(Y)))))))&(![X]: (~r1(sk0_16(X),X)|((~p15(X)|p14(X))&(p15(X)|~p14(X)))))))&(![Y]: (~r1(sk0_15(X),Y)|((~p14(Y)|p13(Y))&(p14(Y)|~p13(Y)))))))&(![X]: (~r1(sk0_14(X),X)|((~p13(X)|p12(X))&(p13(X)|~p12(X)))))))&(![Y]: (~r1(sk0_13(X),Y)|((~p12(Y)|p11(Y))&(p12(Y)|~p11(Y)))))))&(![X]: (~r1(sk0_12(X),X)|((~p11(X)|p10(X))&(p11(X)|~p10(X)))))))&(![Y]: (~r1(sk0_11(X),Y)|((~p10(Y)|p9(Y))&(p10(Y)|~p9(Y)))))))&(![X]: (~r1(sk0_10(X),X)|((~p9(X)|p8(X))&(p9(X)|~p8(X)))))))&(![Y]: (~r1(sk0_9(X),Y)|((~p8(Y)|p7(Y))&(p8(Y)|~p7(Y)))))))&(![X]: (~r1(sk0_8(X),X)|((~p7(X)|p6(X))&(p7(X)|~p6(X)))))))&(![Y]: (~r1(sk0_7(X),Y)|((~p6(Y)|p5(Y))&(p6(Y)|~p5(Y)))))))&(![X]: (~r1(sk0_6(X),X)|((~p5(X)|p4(X))&(p5(X)|~p4(X)))))))&(![Y]: (~r1(sk0_5(X),Y)|((~p4(Y)|p3(Y))&(p4(Y)|~p3(Y)))))))&(![X]: (~r1(sk0_4(X),X)|((~p3(X)|p2(X))&(p3(X)|~p2(X))))))&(![Y]: (~r1(X,Y)|((~p2(Y)|p1(Y))&(p2(Y)|~p1(Y))))))&(r1(X,sk0_62(X))&~p60(sk0_62(X))))&((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((r1(X,sk0_63(X))&(p58(sk0_63(X))|p59(sk0_63(X))))&(~p59(sk0_63(X))|~p58(sk0_63(X))))&(p57(sk0_63(X))|p58(sk0_63(X))))&(~p58(sk0_63(X))|~p57(sk0_63(X))))&(p56(sk0_63(X))|p57(sk0_63(X))))&(~p57(sk0_63(X))|~p56(sk0_63(X))))&(p55(sk0_63(X))|p56(sk0_63(X))))&(~p56(sk0_63(X))|~p55(sk0_63(X))))&(p54(sk0_63(X))|p55(sk0_63(X))))&(~p55(sk0_63(X))|~p54(sk0_63(X))))&(p53(sk0_63(X))|p54(sk0_63(X))))&(~p54(sk0_63(X))|~p53(sk0_63(X))))&(p52(sk0_63(X))|p53(sk0_63(X))))&(~p53(sk0_63(X))|~p52(sk0_63(X))))&(p51(sk0_63(X))|p52(sk0_63(X))))&(~p52(sk0_63(X))|~p51(sk0_63(X))))&(p50(sk0_63(X))|p51(sk0_63(X))))&(~p51(sk0_63(X))|~p50(sk0_63(X))))&(p49(sk0_63(X))|p50(sk0_63(X))))&(~p50(sk0_63(X))|~p49(sk0_63(X))))&(p48(sk0_63(X))|p49(sk0_63(X))))&(~p49(sk0_63(X))|~p48(sk0_63(X))))&(p47(sk0_63(X))|p48(sk0_63(X))))&(~p48(sk0_63(X))|~p47(sk0_63(X))))&(p46(sk0_63(X))|p47(sk0_63(X))))&(~p47(sk0_63(X))|~p46(sk0_63(X))))&(p45(sk0_63(X))|p46(sk0_63(X))))&(~p46(sk0_63(X))|~p45(sk0_63(X))))&(p44(sk0_63(X))|p45(sk0_63(X))))&(~p45(sk0_63(X))|~p44(sk0_63(X))))&(p43(sk0_63(X))|p44(sk0_63(X))))&(~p44(sk0_63(X))|~p43(sk0_63(X))))&(p42(sk0_63(X))|p43(sk0_63(X))))&(~p43(sk0_63(X))|~p42(sk0_63(X))))&(p41(sk0_63(X))|p42(sk0_63(X))))&(~p42(sk0_63(X))|~p41(sk0_63(X))))&(p40(sk0_63(X))|p41(sk0_63(X))))&(~p41(sk0_63(X))|~p40(sk0_63(X))))&(p39(sk0_63(X))|p40(sk0_63(X))))&(~p40(sk0_63(X))|~p39(sk0_63(X))))&(p38(sk0_63(X))|p39(sk0_63(X))))&(~p39(sk0_63(X))|~p38(sk0_63(X))))&(p37(sk0_63(X))|p38(sk0_63(X))))&(~p38(sk0_63(X))|~p37(sk0_63(X))))&(p36(sk0_63(X))|p37(sk0_63(X))))&(~p37(sk0_63(X))|~p36(sk0_63(X))))&(p35(sk0_63(X))|p36(sk0_63(X))))&(~p36(sk0_63(X))|~p35(sk0_63(X))))&(p34(sk0_63(X))|p35(sk0_63(X))))&(~p35(sk0_63(X))|~p34(sk0_63(X))))&(p33(sk0_63(X))|p34(sk0_63(X))))&(~p34(sk0_63(X))|~p33(sk0_63(X))))&(p32(sk0_63(X))|p33(sk0_63(X))))&(~p33(sk0_63(X))|~p32(sk0_63(X))))&(p31(sk0_63(X))|p32(sk0_63(X))))&(~p32(sk0_63(X))|~p31(sk0_63(X))))&(p30(sk0_63(X))|p31(sk0_63(X))))&(~p31(sk0_63(X))|~p30(sk0_63(X))))&(p29(sk0_63(X))|p30(sk0_63(X))))&(~p30(sk0_63(X))|~p29(sk0_63(X))))&(p28(sk0_63(X))|p29(sk0_63(X))))&(~p29(sk0_63(X))|~p28(sk0_63(X))))&(p27(sk0_63(X))|p28(sk0_63(X))))&(~p28(sk0_63(X))|~p27(sk0_63(X))))&(p26(sk0_63(X))|p27(sk0_63(X))))&(~p27(sk0_63(X))|~p26(sk0_63(X))))&(p25(sk0_63(X))|p26(sk0_63(X))))&(~p26(sk0_63(X))|~p25(sk0_63(X))))&(p24(sk0_63(X))|p25(sk0_63(X))))&(~p25(sk0_63(X))|~p24(sk0_63(X))))&(p23(sk0_63(X))|p24(sk0_63(X))))&(~p24(sk0_63(X))|~p23(sk0_63(X))))&(p22(sk0_63(X))|p23(sk0_63(X))))&(~p23(sk0_63(X))|~p22(sk0_63(X))))&(p21(sk0_63(X))|p22(sk0_63(X))))&(~p22(sk0_63(X))|~p21(sk0_63(X))))&(p20(sk0_63(X))|p21(sk0_63(X))))&(~p21(sk0_63(X))|~p20(sk0_63(X))))&(p19(sk0_63(X))|p20(sk0_63(X))))&(~p20(sk0_63(X))|~p19(sk0_63(X))))&(p18(sk0_63(X))|p19(sk0_63(X))))&(~p19(sk0_63(X))|~p18(sk0_63(X))))&(p17(sk0_63(X))|p18(sk0_63(X))))&(~p18(sk0_63(X))|~p17(sk0_63(X))))&(p16(sk0_63(X))|p17(sk0_63(X))))&(~p17(sk0_63(X))|~p16(sk0_63(X))))&(p15(sk0_63(X))|p16(sk0_63(X))))&(~p16(sk0_63(X))|~p15(sk0_63(X))))&(p14(sk0_63(X))|p15(sk0_63(X))))&(~p15(sk0_63(X))|~p14(sk0_63(X))))&(p13(sk0_63(X))|p14(sk0_63(X))))&(~p14(sk0_63(X))|~p13(sk0_63(X))))&(p12(sk0_63(X))|p13(sk0_63(X))))&(~p13(sk0_63(X))|~p12(sk0_63(X))))&(p11(sk0_63(X))|p12(sk0_63(X))))&(~p12(sk0_63(X))|~p11(sk0_63(X))))&(p10(sk0_63(X))|p11(sk0_63(X))))&(~p11(sk0_63(X))|~p10(sk0_63(X))))&(p9(sk0_63(X))|p10(sk0_63(X))))&(~p10(sk0_63(X))|~p9(sk0_63(X))))&(p8(sk0_63(X))|p9(sk0_63(X))))&(~p9(sk0_63(X))|~p8(sk0_63(X))))&(p7(sk0_63(X))|p8(sk0_63(X))))&(~p8(sk0_63(X))|~p7(sk0_63(X))))&(p6(sk0_63(X))|p7(sk0_63(X))))&(~p7(sk0_63(X))|~p6(sk0_63(X))))&(p5(sk0_63(X))|p6(sk0_63(X))))&(~p6(sk0_63(X))|~p5(sk0_63(X))))&(p4(sk0_63(X))|p5(sk0_63(X))))&(~p5(sk0_63(X))|~p4(sk0_63(X))))&(p3(sk0_63(X))|p4(sk0_63(X))))&(~p4(sk0_63(X))|~p3(sk0_63(X))))&(p2(sk0_63(X))|p3(sk0_63(X))))&(~p3(sk0_63(X))|~p2(sk0_63(X))))&(p1(sk0_63(X))|p2(sk0_63(X))))&(~p2(sk0_63(X))|~p1(sk0_63(X)))))))))),
% 3.15/0.77 inference(skolemization,[status(esa)],[f10])).
% 3.15/0.77 fof(f12,plain,(
% 3.15/0.77 ?[X]: ((?[Y]: ((r1(sk0_0,sk0_1)&p60(sk0_1))&(?[X]: (r1(sk0_1,sk0_2)&p1(sk0_2)))))&(?[Y]: (r1(sk0_0,sk0_3)&(![X]: (~r1(sk0_3,X)|((((?[Y]: ((r1(X,sk0_4(X))&(?[X]: ((r1(sk0_4(X),sk0_5(X))&(?[Y]: ((r1(sk0_5(X),sk0_6(X))&(?[X]: ((r1(sk0_6(X),sk0_7(X))&(?[Y]: ((r1(sk0_7(X),sk0_8(X))&(?[X]: ((r1(sk0_8(X),sk0_9(X))&(?[Y]: ((r1(sk0_9(X),sk0_10(X))&(?[X]: ((r1(sk0_10(X),sk0_11(X))&(?[Y]: ((r1(sk0_11(X),sk0_12(X))&(?[X]: ((r1(sk0_12(X),sk0_13(X))&(?[Y]: ((r1(sk0_13(X),sk0_14(X))&(?[X]: ((r1(sk0_14(X),sk0_15(X))&(?[Y]: ((r1(sk0_15(X),sk0_16(X))&(?[X]: ((r1(sk0_16(X),sk0_17(X))&(?[Y]: ((r1(sk0_17(X),sk0_18(X))&(?[X]: ((r1(sk0_18(X),sk0_19(X))&(?[Y]: ((r1(sk0_19(X),sk0_20(X))&(?[X]: ((r1(sk0_20(X),sk0_21(X))&(?[Y]: ((r1(sk0_21(X),sk0_22(X))&(?[X]: ((r1(sk0_22(X),sk0_23(X))&(?[Y]: ((r1(sk0_23(X),sk0_24(X))&(?[X]: ((r1(sk0_24(X),sk0_25(X))&(?[Y]: ((r1(sk0_25(X),sk0_26(X))&(?[X]: ((r1(sk0_26(X),sk0_27(X))&(?[Y]: ((r1(sk0_27(X),sk0_28(X))&(?[X]: ((r1(sk0_28(X),sk0_29(X))&(?[Y]: 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((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((r1(X,sk0_63(X))&(p58(sk0_63(X))|p59(sk0_63(X))))&(~p59(sk0_63(X))|~p58(sk0_63(X))))&(p57(sk0_63(X))|p58(sk0_63(X))))&(~p58(sk0_63(X))|~p57(sk0_63(X))))&(p56(sk0_63(X))|p57(sk0_63(X))))&(~p57(sk0_63(X))|~p56(sk0_63(X))))&(p55(sk0_63(X))|p56(sk0_63(X))))&(~p56(sk0_63(X))|~p55(sk0_63(X))))&(p54(sk0_63(X))|p55(sk0_63(X))))&(~p55(sk0_63(X))|~p54(sk0_63(X))))&(p53(sk0_63(X))|p54(sk0_63(X))))&(~p54(sk0_63(X))|~p53(sk0_63(X))))&(p52(sk0_63(X))|p53(sk0_63(X))))&(~p53(sk0_63(X))|~p52(sk0_63(X))))&(p51(sk0_63(X))|p52(sk0_63(X))))&(~p52(sk0_63(X))|~p51(sk0_63(X))))&(p50(sk0_63(X))|p51(sk0_63(X))))&(~p51(sk0_63(X))|~p50(sk0_63(X))))&(p49(sk0_63(X))|p50(sk0_63(X))))&(~p50(sk0_63(X))|~p49(sk0_63(X))))&(p48(sk0_63(X))|p49(sk0_63(X))))&(~p49(sk0_63(X))|~p48(sk0_63(X))))&(p47(sk0_63(X))|p48(sk0_63(X))))&(~p48(sk0_63(X))|~p47(sk0_63(X))))&(p46(sk0_63(X))|p47(sk0_63(X))))&(~p47(sk0_63(X))|~p46(sk0_63(X))))&(p45(sk0_63(X))|p46(sk0_63(X))))&(~p46(sk0_63(X))|~p45(sk0_63(X))))&(p44(sk0_63(X))|p45(sk0_63(X))))&(~p45(sk0_63(X))|~p44(sk0_63(X))))&(p43(sk0_63(X))|p44(sk0_63(X))))&(~p44(sk0_63(X))|~p43(sk0_63(X))))&(p42(sk0_63(X))|p43(sk0_63(X))))&(~p43(sk0_63(X))|~p42(sk0_63(X))))&(p41(sk0_63(X))|p42(sk0_63(X))))&(~p42(sk0_63(X))|~p41(sk0_63(X))))&(p40(sk0_63(X))|p41(sk0_63(X))))&(~p41(sk0_63(X))|~p40(sk0_63(X))))&(p39(sk0_63(X))|p40(sk0_63(X))))&(~p40(sk0_63(X))|~p39(sk0_63(X))))&(p38(sk0_63(X))|p39(sk0_63(X))))&(~p39(sk0_63(X))|~p38(sk0_63(X))))&(p37(sk0_63(X))|p38(sk0_63(X))))&(~p38(sk0_63(X))|~p37(sk0_63(X))))&(p36(sk0_63(X))|p37(sk0_63(X))))&(~p37(sk0_63(X))|~p36(sk0_63(X))))&(p35(sk0_63(X))|p36(sk0_63(X))))&(~p36(sk0_63(X))|~p35(sk0_63(X))))&(p34(sk0_63(X))|p35(sk0_63(X))))&(~p35(sk0_63(X))|~p34(sk0_63(X))))&(p33(sk0_63(X))|p34(sk0_63(X))))&(~p34(sk0_63(X))|~p33(sk0_63(X))))&(p32(sk0_63(X))|p33(sk0_63(X))))&(~p33(sk0_63(X))|~p32(sk0_63(X))))&(p31(sk0_63(X))|p32(sk0_63(X))))&(~p32(sk0_63(X))|~p31(sk0_63(X))))&(p30(sk0_63(X))|p31(sk0_63(X))))&(~p31(sk0_63(X))|~p30(sk0_63(X))))&(p29(sk0_63(X))|p30(sk0_63(X))))&(~p30(sk0_63(X))|~p29(sk0_63(X))))&(p28(sk0_63(X))|p29(sk0_63(X))))&(~p29(sk0_63(X))|~p28(sk0_63(X))))&(p27(sk0_63(X))|p28(sk0_63(X))))&(~p28(sk0_63(X))|~p27(sk0_63(X))))&(p26(sk0_63(X))|p27(sk0_63(X))))&(~p27(sk0_63(X))|~p26(sk0_63(X))))&(p25(sk0_63(X))|p26(sk0_63(X))))&(~p26(sk0_63(X))|~p25(sk0_63(X))))&(p24(sk0_63(X))|p25(sk0_63(X))))&(~p25(sk0_63(X))|~p24(sk0_63(X))))&(p23(sk0_63(X))|p24(sk0_63(X))))&(~p24(sk0_63(X))|~p23(sk0_63(X))))&(p22(sk0_63(X))|p23(sk0_63(X))))&(~p23(sk0_63(X))|~p22(sk0_63(X))))&(p21(sk0_63(X))|p22(sk0_63(X))))&(~p22(sk0_63(X))|~p21(sk0_63(X))))&(p20(sk0_63(X))|p21(sk0_63(X))))&(~p21(sk0_63(X))|~p20(sk0_63(X))))&(p19(sk0_63(X))|p20(sk0_63(X))))&(~p20(sk0_63(X))|~p19(sk0_63(X))))&(p18(sk0_63(X))|p19(sk0_63(X))))&(~p19(sk0_63(X))|~p18(sk0_63(X))))&(p17(sk0_63(X))|p18(sk0_63(X))))&(~p18(sk0_63(X))|~p17(sk0_63(X))))&(p16(sk0_63(X))|p17(sk0_63(X))))&(~p17(sk0_63(X))|~p16(sk0_63(X))))&(p15(sk0_63(X))|p16(sk0_63(X))))&(~p16(sk0_63(X))|~p15(sk0_63(X))))&(p14(sk0_63(X))|p15(sk0_63(X))))&(~p15(sk0_63(X))|~p14(sk0_63(X))))&(p13(sk0_63(X))|p14(sk0_63(X))))&(~p14(sk0_63(X))|~p13(sk0_63(X))))&(p12(sk0_63(X))|p13(sk0_63(X))))&(~p13(sk0_63(X))|~p12(sk0_63(X))))&(p11(sk0_63(X))|p12(sk0_63(X))))&(~p12(sk0_63(X))|~p11(sk0_63(X))))&(p10(sk0_63(X))|p11(sk0_63(X))))&(~p11(sk0_63(X))|~p10(sk0_63(X))))&(p9(sk0_63(X))|p10(sk0_63(X))))&(~p10(sk0_63(X))|~p9(sk0_63(X))))&(p8(sk0_63(X))|p9(sk0_63(X))))&(~p9(sk0_63(X))|~p8(sk0_63(X))))&(p7(sk0_63(X))|p8(sk0_63(X))))&(~p8(sk0_63(X))|~p7(sk0_63(X))))&(p6(sk0_63(X))|p7(sk0_63(X))))&(~p7(sk0_63(X))|~p6(sk0_63(X))))&(p5(sk0_63(X))|p6(sk0_63(X))))&(~p6(sk0_63(X))|~p5(sk0_63(X))))&(p4(sk0_63(X))|p5(sk0_63(X))))&(~p5(sk0_63(X))|~p4(sk0_63(X))))&(p3(sk0_63(X))|p4(sk0_63(X))))&(~p4(sk0_63(X))|~p3(sk0_63(X))))&(p2(sk0_63(X))|p3(sk0_63(X))))&(~p3(sk0_63(X))|~p2(sk0_63(X))))&(p1(sk0_63(X))|p2(sk0_63(X))))&(~p2(sk0_63(X))|~p1(sk0_63(X)))))))))))),
% 3.15/0.77 inference($true_and_$false_simplification,[status(esa)],[f11])).
% 3.15/0.77 fof(f18,plain,(
% 3.15/0.77 ![X0]: (~r1(sk0_3,X0)|r1(X0,sk0_4(X0)))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f12])).
% 3.15/0.77 fof(f190,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~r1(X0,X1)|~p2(X1)|p1(X1))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f12])).
% 3.15/0.77 fof(f191,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~r1(X0,X1)|p2(X1)|~p1(X1))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f12])).
% 3.15/0.77 fof(f194,plain,(
% 3.15/0.77 ![X0]: (~r1(sk0_3,X0)|r1(X0,sk0_63(X0)))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f12])).
% 3.15/0.77 fof(f309,plain,(
% 3.15/0.77 ![X0]: (~r1(sk0_3,X0)|p1(sk0_63(X0))|p2(sk0_63(X0)))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f12])).
% 3.15/0.77 fof(f310,plain,(
% 3.15/0.77 ![X0]: (~r1(sk0_3,X0)|~p2(sk0_63(X0))|~p1(sk0_63(X0)))),
% 3.15/0.77 inference(cnf_transformation,[status(esa)],[f12])).
% 3.15/0.77 fof(f313,plain,(
% 3.15/0.77 ![X0]: (~r1(sk0_3,X0)|p2(X0)|~p1(X0))),
% 3.15/0.77 inference(resolution,[status(thm)],[f5,f191])).
% 3.15/0.77 fof(f314,plain,(
% 3.15/0.77 r1(sk0_3,sk0_4(sk0_3))),
% 3.15/0.77 inference(resolution,[status(thm)],[f5,f18])).
% 3.15/0.77 fof(f323,plain,(
% 3.15/0.77 r1(sk0_4(sk0_3),sk0_63(sk0_4(sk0_3)))),
% 3.15/0.77 inference(resolution,[status(thm)],[f314,f194])).
% 3.15/0.77 fof(f371,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~p2(sk0_63(X0))|~r1(sk0_3,X1)|~r1(X1,sk0_63(X0))|~p2(sk0_63(X0)))),
% 3.15/0.77 inference(resolution,[status(thm)],[f310,f190])).
% 3.15/0.77 fof(f372,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~p2(sk0_63(X0))|~r1(sk0_3,X1)|~r1(X1,sk0_63(X0)))),
% 3.15/0.77 inference(duplicate_literals_removal,[status(esa)],[f371])).
% 3.15/0.77 fof(f799,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~r1(sk0_3,X1)|~r1(X1,sk0_63(X0))|~r1(sk0_3,sk0_63(X0))|~p1(sk0_63(X0)))),
% 3.15/0.77 inference(resolution,[status(thm)],[f372,f313])).
% 3.15/0.77 fof(f800,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~r1(sk0_3,X1)|~r1(X1,sk0_63(X0))|~p1(sk0_63(X0)))),
% 3.15/0.77 inference(forward_subsumption_resolution,[status(thm)],[f799,f8])).
% 3.15/0.77 fof(f805,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~r1(sk0_3,X1)|~r1(X1,sk0_63(X0))|~r1(sk0_3,X0)|p2(sk0_63(X0)))),
% 3.15/0.77 inference(resolution,[status(thm)],[f800,f309])).
% 3.15/0.77 fof(f806,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~r1(sk0_3,X1)|~r1(X1,sk0_63(X0))|p2(sk0_63(X0)))),
% 3.15/0.77 inference(duplicate_literals_removal,[status(esa)],[f805])).
% 3.15/0.77 fof(f807,plain,(
% 3.15/0.77 ![X0,X1]: (~r1(sk0_3,X0)|~r1(sk0_3,X1)|~r1(X1,sk0_63(X0)))),
% 3.15/0.77 inference(forward_subsumption_resolution,[status(thm)],[f806,f372])).
% 3.15/0.77 fof(f824,plain,(
% 3.15/0.77 spl0_16 <=> r1(sk0_3,sk0_4(sk0_3))),
% 3.15/0.77 introduced(split_symbol_definition)).
% 3.15/0.77 fof(f826,plain,(
% 3.15/0.77 ~r1(sk0_3,sk0_4(sk0_3))|spl0_16),
% 3.15/0.77 inference(component_clause,[status(thm)],[f824])).
% 3.15/0.77 fof(f827,plain,(
% 3.15/0.77 ~r1(sk0_3,sk0_4(sk0_3))|~r1(sk0_3,sk0_4(sk0_3))),
% 3.15/0.77 inference(resolution,[status(thm)],[f807,f323])).
% 3.15/0.77 fof(f828,plain,(
% 3.15/0.77 ~spl0_16),
% 3.15/0.77 inference(split_clause,[status(thm)],[f827,f824])).
% 3.15/0.77 fof(f834,plain,(
% 3.15/0.77 $false|spl0_16),
% 3.15/0.77 inference(forward_subsumption_resolution,[status(thm)],[f826,f314])).
% 3.15/0.77 fof(f835,plain,(
% 3.15/0.77 spl0_16),
% 3.15/0.77 inference(contradiction_clause,[status(thm)],[f834])).
% 3.15/0.77 fof(f836,plain,(
% 3.15/0.77 $false),
% 3.15/0.77 inference(sat_refutation,[status(thm)],[f828,f835])).
% 3.15/0.77 % SZS output end CNFRefutation for theBenchmark.p
% 3.15/0.78 % Elapsed time: 0.426249 seconds
% 3.15/0.78 % CPU time: 3.225356 seconds
% 3.15/0.78 % Total memory used: 44.405 MB
% 3.15/0.78 % Net memory used: 43.737 MB
%------------------------------------------------------------------------------