%------------------------------------------------------------------------------ % File : CSE---1.7 % Problem : NLP149-1 : TPTP v8.2.0. Released v2.4.0. % Transfm : none % Format : tptp:raw % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %d %s % Computer : n024.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 300s % DateTime : Mon Jun 24 12:01:26 EDT 2024 % Result : Unsatisfiable 8.35s 8.42s % Output : CNFRefutation 8.43s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.11/0.12 % Problem : NLP149-1 : TPTP v8.2.0. Released v2.4.0. % 0.11/0.12 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %d %s % 0.11/0.33 % Computer : n024.cluster.edu % 0.11/0.33 % Model : x86_64 x86_64 % 0.11/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.11/0.33 % Memory : 8042.1875MB % 0.11/0.33 % OS : Linux 3.10.0-693.el7.x86_64 % 0.11/0.33 % CPULimit : 300 % 0.11/0.33 % WCLimit : 300 % 0.11/0.33 % DateTime : Sat Jun 22 02:55:39 EDT 2024 % 0.11/0.33 % CPUTime : % 0.19/0.57 start to proof:theBenchmark % 8.32/8.40 %------------------------------------------- % 8.32/8.40 % File :CSE---1.7 % 8.32/8.40 % Problem :theBenchmark % 8.32/8.40 % Transform :cnf % 8.32/8.40 % Format :tptp:raw % 8.32/8.40 % Command :java -jar mcs_scs.jar %d %s % 8.32/8.40 % 8.32/8.40 % Result :Theorem 7.790000s % 8.32/8.40 % Output :CNFRefutation 7.790000s % 8.32/8.40 %------------------------------------------- % 8.35/8.41 %-------------------------------------------------------------------------- % 8.35/8.41 % File : NLP149-1 : TPTP v8.2.0. Released v2.4.0. % 8.35/8.41 % Domain : Natural Language Processing % 8.35/8.41 % Problem : An old dirty white Chevy, problem 36 % 8.35/8.41 % Version : [Bos00b] axioms. % 8.35/8.41 % English : Eliminating inconsistent interpretations in the statement % 8.35/8.41 % "An old dirty white chevy barrels down a lonely street in % 8.35/8.41 % hollywood. Two young fellas are in the front seat." % 8.35/8.41 % 8.35/8.41 % Refs : [Bos00a] Bos (2000), DORIS: Discourse Oriented Representation a % 8.35/8.41 % [Bos00b] Bos (2000), Applied Theorem Proving - Natural Language % 8.35/8.41 % Source : [TPTP] % 8.35/8.41 % Names : % 8.35/8.41 % 8.35/8.41 % Status : Unsatisfiable % 8.35/8.41 % Rating : 0.10 v8.1.0, 0.05 v7.4.0, 0.06 v7.3.0, 0.08 v7.1.0, 0.00 v7.0.0, 0.13 v6.4.0, 0.07 v6.3.0, 0.00 v6.2.0, 0.10 v6.1.0, 0.14 v6.0.0, 0.10 v5.5.0, 0.15 v5.3.0, 0.17 v5.2.0, 0.12 v5.0.0, 0.07 v4.1.0, 0.08 v4.0.1, 0.09 v4.0.0, 0.00 v3.3.0, 0.07 v3.2.0, 0.15 v3.1.0, 0.09 v2.7.0, 0.17 v2.6.0, 0.00 v2.5.0, 0.11 v2.4.0 % 8.35/8.41 % Syntax : Number of clauses : 92 ( 20 unt; 4 nHn; 89 RR) % 8.35/8.41 % Number of literals : 179 ( 10 equ; 92 neg) % 8.35/8.41 % Maximal clause size : 6 ( 1 avg) % 8.35/8.41 % Maximal term depth : 2 ( 1 avg) % 8.35/8.41 % Number of predicates : 60 ( 59 usr; 0 prp; 1-4 aty) % 8.35/8.41 % Number of functors : 11 ( 11 usr; 6 con; 0-4 aty) % 8.35/8.41 % Number of variables : 159 ( 13 sgn) % 8.35/8.41 % SPC : CNF_UNS_RFO_SEQ_NHN % 8.35/8.41 % 8.35/8.41 % Comments : Created from NLP149+1.p using FLOTTER % 8.35/8.41 %-------------------------------------------------------------------------- % 8.35/8.41 cnf(clause1,axiom, % 8.35/8.41 ~ member(U,V,V) ). % 8.35/8.41 % 8.35/8.41 cnf(clause2,axiom, % 8.35/8.41 ( ~ fellow(U,V) % 8.35/8.41 | man(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause3,axiom, % 8.35/8.41 ( ~ man(U,V) % 8.35/8.41 | human_person(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause4,axiom, % 8.35/8.41 ( ~ human_person(U,V) % 8.35/8.41 | organism(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause5,axiom, % 8.35/8.41 ( ~ organism(U,V) % 8.35/8.41 | entity(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause6,axiom, % 8.35/8.41 ( ~ entity(U,V) % 8.35/8.41 | thing(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause7,axiom, % 8.35/8.41 ( ~ thing(U,V) % 8.35/8.41 | singleton(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause8,axiom, % 8.35/8.41 ( ~ entity(U,V) % 8.35/8.41 | specific(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause9,axiom, % 8.35/8.41 ( ~ entity(U,V) % 8.35/8.41 | existent(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause10,axiom, % 8.35/8.41 ( ~ organism(U,V) % 8.35/8.41 | impartial(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause11,axiom, % 8.35/8.41 ( ~ organism(U,V) % 8.35/8.41 | living(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause12,axiom, % 8.35/8.41 ( ~ human_person(U,V) % 8.35/8.41 | human(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause13,axiom, % 8.35/8.41 ( ~ human_person(U,V) % 8.35/8.41 | animate(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause14,axiom, % 8.35/8.41 ( ~ man(U,V) % 8.35/8.41 | male(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause15,axiom, % 8.35/8.41 ( ~ group(U,V) % 8.35/8.41 | set(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause16,axiom, % 8.35/8.41 ( ~ set(U,V) % 8.35/8.41 | multiple(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause17,axiom, % 8.35/8.41 ( ~ two(U,V) % 8.35/8.41 | group(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause18,axiom, % 8.35/8.41 ( ~ state(U,V) % 8.35/8.41 | eventuality(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause19,axiom, % 8.35/8.41 ( ~ eventuality(U,V) % 8.35/8.41 | thing(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause20,axiom, % 8.35/8.41 ( ~ eventuality(U,V) % 8.35/8.41 | specific(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause21,axiom, % 8.35/8.41 ( ~ eventuality(U,V) % 8.35/8.41 | nonexistent(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause22,axiom, % 8.35/8.41 ( ~ eventuality(U,V) % 8.35/8.41 | unisex(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause23,axiom, % 8.35/8.41 ( ~ state(U,V) % 8.35/8.41 | event(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause24,axiom, % 8.35/8.41 ( ~ event(U,V) % 8.35/8.41 | eventuality(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause25,axiom, % 8.35/8.41 ( ~ barrel(U,V) % 8.35/8.41 | event(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause26,axiom, % 8.35/8.41 ( ~ chevy(U,V) % 8.35/8.41 | car(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause27,axiom, % 8.35/8.41 ( ~ car(U,V) % 8.35/8.41 | vehicle(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause28,axiom, % 8.35/8.41 ( ~ vehicle(U,V) % 8.35/8.41 | transport(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause29,axiom, % 8.35/8.41 ( ~ transport(U,V) % 8.35/8.41 | instrumentality(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause30,axiom, % 8.35/8.41 ( ~ instrumentality(U,V) % 8.35/8.41 | artifact(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause31,axiom, % 8.35/8.41 ( ~ artifact(U,V) % 8.35/8.41 | object(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause32,axiom, % 8.35/8.41 ( ~ object(U,V) % 8.35/8.41 | entity(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause33,axiom, % 8.35/8.41 ( ~ object(U,V) % 8.35/8.41 | nonliving(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause34,axiom, % 8.35/8.41 ( ~ object(U,V) % 8.35/8.41 | impartial(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause35,axiom, % 8.35/8.41 ( ~ object(U,V) % 8.35/8.41 | unisex(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause36,axiom, % 8.35/8.41 ( ~ street(U,V) % 8.35/8.41 | way(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause37,axiom, % 8.35/8.41 ( ~ way(U,V) % 8.35/8.41 | artifact(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause38,axiom, % 8.35/8.41 ( ~ placename(U,V) % 8.35/8.41 | relname(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause39,axiom, % 8.35/8.41 ( ~ relname(U,V) % 8.35/8.41 | relation(U,V) ) ). % 8.35/8.41 % 8.35/8.41 cnf(clause40,axiom, % 8.35/8.42 ( ~ relation(U,V) % 8.35/8.42 | abstraction(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause41,axiom, % 8.35/8.42 ( ~ abstraction(U,V) % 8.35/8.42 | thing(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause42,axiom, % 8.35/8.42 ( ~ abstraction(U,V) % 8.35/8.42 | nonhuman(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause43,axiom, % 8.35/8.42 ( ~ abstraction(U,V) % 8.35/8.42 | general(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause44,axiom, % 8.35/8.42 ( ~ abstraction(U,V) % 8.35/8.42 | unisex(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause45,axiom, % 8.35/8.42 ( ~ hollywood_placename(U,V) % 8.35/8.42 | placename(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause46,axiom, % 8.35/8.42 ( ~ city(U,V) % 8.35/8.42 | location(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause47,axiom, % 8.35/8.42 ( ~ location(U,V) % 8.35/8.42 | object(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause48,axiom, % 8.35/8.42 ( ~ frontseat(U,V) % 8.35/8.42 | seat(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause49,axiom, % 8.35/8.42 ( ~ seat(U,V) % 8.35/8.42 | furniture(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause50,axiom, % 8.35/8.42 ( ~ furniture(U,V) % 8.35/8.42 | instrumentality(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause51,axiom, % 8.35/8.42 ( ~ old(U,V) % 8.35/8.42 | ~ young(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause52,axiom, % 8.35/8.42 ( ~ male(U,V) % 8.35/8.42 | ~ unisex(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause53,axiom, % 8.35/8.42 ( ~ general(U,V) % 8.35/8.42 | ~ specific(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause54,axiom, % 8.35/8.42 ( ~ multiple(U,V) % 8.35/8.42 | ~ singleton(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause55,axiom, % 8.35/8.42 ( ~ living(U,V) % 8.35/8.42 | ~ nonliving(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause56,axiom, % 8.35/8.42 ( ~ human(U,V) % 8.35/8.42 | ~ nonhuman(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause57,axiom, % 8.35/8.42 ( ~ nonexistent(U,V) % 8.35/8.42 | ~ existent(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause58,axiom, % 8.35/8.42 ( ~ nonliving(U,V) % 8.35/8.42 | ~ animate(U,V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause59,axiom, % 8.35/8.42 ( ~ be(U,V,W,X) % 8.35/8.42 | W = X ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause60,axiom, % 8.35/8.42 ( ~ two(U,V) % 8.35/8.42 | member(U,skf10(V,U),V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause61,axiom, % 8.35/8.42 ( ~ two(U,V) % 8.35/8.42 | member(U,skf8(V,U),V) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause62,axiom, % 8.35/8.42 ( skf10(U,V) != skf8(U,V) % 8.35/8.42 | ~ two(V,U) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause63,axiom, % 8.35/8.42 ( ~ member(U,V,W) % 8.35/8.42 | ~ two(U,W) % 8.35/8.42 | V = skf8(W,U) % 8.35/8.42 | V = skf10(W,U) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause64,axiom, % 8.35/8.42 ( skf11(U,V,W,X) != V % 8.35/8.42 | ~ member(Y,U,Z) % 8.35/8.42 | ~ member(Y,V,Z) % 8.35/8.42 | two(Y,Z) % 8.35/8.42 | U = V ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause65,axiom, % 8.35/8.42 ( skf11(U,V,W,X) != U % 8.35/8.42 | ~ member(Y,U,Z) % 8.35/8.42 | ~ member(Y,X1,Z) % 8.35/8.42 | two(Y,Z) % 8.35/8.42 | U = X1 ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause66,axiom, % 8.35/8.42 ( ~ member(U,V,W) % 8.35/8.42 | ~ member(U,X,W) % 8.35/8.42 | two(U,W) % 8.35/8.42 | member(U,skf11(V,X,W,U),W) % 8.35/8.42 | V = X ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause67,axiom, % 8.35/8.42 ( ~ placename(U,V) % 8.35/8.42 | ~ of(U,W,X) % 8.35/8.42 | ~ placename(U,W) % 8.35/8.42 | ~ of(U,V,X) % 8.35/8.42 | ~ entity(U,X) % 8.35/8.42 | W = V ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause68,negated_conjecture, % 8.35/8.42 actual_world(skc6) ). % 8.35/8.42 % 8.35/8.42 cnf(clause69,negated_conjecture, % 8.35/8.42 hollywood_placename(skc6,skc13) ). % 8.35/8.42 % 8.35/8.42 cnf(clause70,negated_conjecture, % 8.35/8.42 placename(skc6,skc13) ). % 8.35/8.42 % 8.35/8.42 cnf(clause71,negated_conjecture, % 8.35/8.42 chevy(skc6,skc11) ). % 8.35/8.42 % 8.35/8.42 cnf(clause72,negated_conjecture, % 8.35/8.42 white(skc6,skc11) ). % 8.35/8.42 % 8.35/8.42 cnf(clause73,negated_conjecture, % 8.35/8.42 dirty(skc6,skc11) ). % 8.35/8.42 % 8.35/8.42 cnf(clause74,negated_conjecture, % 8.35/8.42 old(skc6,skc11) ). % 8.35/8.42 % 8.35/8.42 cnf(clause75,negated_conjecture, % 8.35/8.42 two(skc6,skc7) ). % 8.35/8.42 % 8.35/8.42 cnf(clause76,negated_conjecture, % 8.35/8.42 group(skc6,skc7) ). % 8.35/8.42 % 8.35/8.42 cnf(clause77,negated_conjecture, % 8.35/8.42 barrel(skc6,skc10) ). % 8.35/8.42 % 8.35/8.42 cnf(clause78,negated_conjecture, % 8.35/8.42 present(skc6,skc10) ). % 8.35/8.42 % 8.35/8.42 cnf(clause79,negated_conjecture, % 8.35/8.42 event(skc6,skc10) ). % 8.35/8.42 % 8.35/8.42 cnf(clause80,negated_conjecture, % 8.35/8.42 lonely(skc6,skc12) ). % 8.35/8.42 % 8.35/8.42 cnf(clause81,negated_conjecture, % 8.35/8.42 street(skc6,skc12) ). % 8.35/8.42 % 8.35/8.42 cnf(clause82,negated_conjecture, % 8.35/8.42 city(skc6,skc12) ). % 8.35/8.42 % 8.35/8.42 cnf(clause83,negated_conjecture, % 8.35/8.42 of(skc6,skc13,skc12) ). % 8.35/8.42 % 8.35/8.42 cnf(clause84,negated_conjecture, % 8.35/8.42 agent(skc6,skc10,skc11) ). % 8.35/8.42 % 8.35/8.42 cnf(clause85,negated_conjecture, % 8.35/8.42 in(skc6,skc10,skc12) ). % 8.35/8.42 % 8.35/8.42 cnf(clause86,negated_conjecture, % 8.35/8.42 down(skc6,skc10,skc12) ). % 8.35/8.42 % 8.35/8.42 cnf(clause87,negated_conjecture, % 8.35/8.42 ( ~ member(skc6,U,skc7) % 8.35/8.42 | young(skc6,U) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause88,negated_conjecture, % 8.35/8.42 ( ~ member(skc6,U,skc7) % 8.35/8.42 | fellow(skc6,U) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause89,negated_conjecture, % 8.35/8.42 ( ~ member(skc6,U,skc7) % 8.35/8.42 | frontseat(skc6,skf5(V)) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause90,negated_conjecture, % 8.35/8.42 ( ~ member(skc6,U,skc7) % 8.35/8.42 | state(skc6,skf6(V)) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause91,negated_conjecture, % 8.35/8.42 ( ~ member(skc6,U,skc7) % 8.35/8.42 | in(skc6,skf5(V),skf5(V)) ) ). % 8.35/8.42 % 8.35/8.42 cnf(clause92,negated_conjecture, % 8.35/8.42 ( ~ member(skc6,U,skc7) % 8.35/8.42 | be(skc6,skf6(U),U,skf5(U)) ) ). % 8.35/8.42 % 8.35/8.42 %-------------------------------------------------------------------------- % 8.35/8.42 %------------------------------------------- % 8.35/8.42 % Proof found % 8.35/8.42 % SZS status Theorem for theBenchmark % 8.35/8.42 % SZS output start Proof % 8.35/8.42 %ClaNum:229(EqnAxiom:137) % 8.35/8.42 %VarNum:341(SingletonVarNum:159) % 8.35/8.42 %MaxLitNum:6 % 8.35/8.42 %MaxfuncDepth:1 % 8.35/8.42 %SharedTerms:25 % 8.35/8.42 %goalClause: 138 139 140 141 142 143 144 145 146 147 148 149 150 151 152 153 154 155 156 216 217 218 219 223 225 % 8.35/8.42 %singleGoalClaCount:19 % 8.35/8.42 [138]P1(a1) % 8.35/8.42 [139]P3(a1,a6) % 8.35/8.42 [140]P22(a1,a6) % 8.35/8.42 [141]P4(a1,a2) % 8.35/8.42 [142]P5(a1,a2) % 8.35/8.42 [143]P9(a1,a3) % 8.35/8.42 [144]P23(a1,a4) % 8.35/8.42 [145]P24(a1,a5) % 8.35/8.42 [146]P25(a1,a5) % 8.35/8.42 [147]P12(a1,a4) % 8.35/8.42 [148]P26(a1,a3) % 8.35/8.42 [149]P55(a1,a3) % 8.35/8.42 [150]P13(a1,a3) % 8.35/8.42 [151]P45(a1,a2) % 8.35/8.42 [152]P27(a1,a4) % 8.35/8.42 [153]P35(a1,a5,a4) % 8.35/8.42 [154]P6(a1,a2,a3) % 8.35/8.42 [155]P28(a1,a2,a4) % 8.35/8.42 [156]P14(a1,a2,a4) % 8.35/8.42 [157]~P36(x1571,x1572,x1572) % 8.35/8.42 [216]P16(a1,x2161)+~P36(a1,x2161,a6) % 8.35/8.42 [217]P59(a1,x2171)+~P36(a1,x2171,a6) % 8.35/8.42 [225]P11(a1,f9(x2251),x2251,f10(x2251))+~P36(a1,x2251,a6) % 8.35/8.42 [158]~P16(x1581,x1582)+P37(x1581,x1582) % 8.35/8.42 [159]~P37(x1591,x1592)+P29(x1591,x1592) % 8.35/8.42 [160]~P29(x1601,x1602)+P44(x1601,x1602) % 8.35/8.42 [161]~P44(x1611,x1612)+P15(x1611,x1612) % 8.35/8.42 [162]~P39(x1621,x1622)+P15(x1621,x1622) % 8.35/8.42 [163]~P15(x1631,x1632)+P53(x1631,x1632) % 8.35/8.42 [164]~P17(x1641,x1642)+P53(x1641,x1642) % 8.35/8.42 [165]~P2(x1651,x1652)+P53(x1651,x1652) % 8.35/8.42 [166]~P53(x1661,x1662)+P46(x1661,x1662) % 8.35/8.42 [167]~P15(x1671,x1672)+P51(x1671,x1672) % 8.35/8.42 [168]~P17(x1681,x1682)+P51(x1681,x1682) % 8.35/8.42 [169]~P15(x1691,x1692)+P18(x1691,x1692) % 8.35/8.42 [170]~P44(x1701,x1702)+P31(x1701,x1702) % 8.35/8.42 [171]~P39(x1711,x1712)+P31(x1711,x1712) % 8.35/8.42 [172]~P44(x1721,x1722)+P32(x1721,x1722) % 8.35/8.42 [173]~P29(x1731,x1732)+P30(x1731,x1732) % 8.35/8.42 [174]~P29(x1741,x1742)+P7(x1741,x1742) % 8.35/8.42 [175]~P37(x1751,x1752)+P38(x1751,x1752) % 8.35/8.42 [176]~P22(x1761,x1762)+P3(x1761,x1762) % 8.35/8.42 [177]~P3(x1771,x1772)+P47(x1771,x1772) % 8.35/8.42 [178]~P47(x1781,x1782)+P40(x1781,x1782) % 8.35/8.42 [179]~P52(x1791,x1792)+P17(x1791,x1792) % 8.35/8.42 [180]~P4(x1801,x1802)+P17(x1801,x1802) % 8.35/8.42 [181]~P17(x1811,x1812)+P41(x1811,x1812) % 8.35/8.42 [182]~P17(x1821,x1822)+P56(x1821,x1822) % 8.35/8.42 [183]~P39(x1831,x1832)+P56(x1831,x1832) % 8.35/8.42 [184]~P2(x1841,x1842)+P56(x1841,x1842) % 8.35/8.42 [185]~P52(x1851,x1852)+P4(x1851,x1852) % 8.35/8.42 [186]~P5(x1861,x1862)+P4(x1861,x1862) % 8.35/8.42 [187]~P9(x1871,x1872)+P10(x1871,x1872) % 8.35/8.42 [188]~P10(x1881,x1882)+P57(x1881,x1882) % 8.35/8.42 [189]~P57(x1891,x1892)+P54(x1891,x1892) % 8.35/8.42 [190]~P54(x1901,x1902)+P33(x1901,x1902) % 8.35/8.42 [191]~P19(x1911,x1912)+P33(x1911,x1912) % 8.35/8.42 [192]~P33(x1921,x1922)+P8(x1921,x1922) % 8.35/8.42 [193]~P58(x1931,x1932)+P8(x1931,x1932) % 8.35/8.42 [194]~P8(x1941,x1942)+P39(x1941,x1942) % 8.35/8.42 [195]~P34(x1951,x1952)+P39(x1951,x1952) % 8.35/8.42 [196]~P39(x1961,x1962)+P42(x1961,x1962) % 8.35/8.42 [197]~P23(x1971,x1972)+P58(x1971,x1972) % 8.35/8.42 [198]~P25(x1981,x1982)+P24(x1981,x1982) % 8.35/8.42 [199]~P24(x1991,x1992)+P48(x1991,x1992) % 8.35/8.42 [200]~P48(x2001,x2002)+P49(x2001,x2002) % 8.35/8.42 [201]~P49(x2011,x2012)+P2(x2011,x2012) % 8.35/8.42 [202]~P2(x2021,x2022)+P43(x2021,x2022) % 8.35/8.42 [203]~P2(x2031,x2032)+P21(x2031,x2032) % 8.35/8.42 [204]~P12(x2041,x2042)+P34(x2041,x2042) % 8.35/8.42 [205]~P20(x2051,x2052)+P50(x2051,x2052) % 8.35/8.42 [206]~P50(x2061,x2062)+P19(x2061,x2062) % 8.35/8.42 [207]~P40(x2071,x2072)+~P46(x2071,x2072) % 8.35/8.42 [208]~P21(x2081,x2082)+~P51(x2081,x2082) % 8.35/8.42 [209]~P41(x2091,x2092)+~P18(x2091,x2092) % 8.35/8.42 [210]~P42(x2101,x2102)+~P32(x2101,x2102) % 8.35/8.42 [211]~P43(x2111,x2112)+~P30(x2111,x2112) % 8.35/8.42 [212]~P42(x2121,x2122)+~P7(x2121,x2122) % 8.35/8.42 [213]~P56(x2131,x2132)+~P38(x2131,x2132) % 8.35/8.42 [214]~P59(x2141,x2142)+~P26(x2141,x2142) % 8.35/8.42 [215]~P22(x2152,x2151)+~E(f7(x2151,x2152),f8(x2151,x2152)) % 8.35/8.43 [218]~P36(a1,x2182,a6)+P52(a1,f9(x2181)) % 8.35/8.43 [219]~P36(a1,x2192,a6)+P20(a1,f10(x2191)) % 8.35/8.43 [220]~P22(x2201,x2202)+P36(x2201,f8(x2202,x2201),x2202) % 8.35/8.43 [221]~P22(x2211,x2212)+P36(x2211,f7(x2212,x2211),x2212) % 8.35/8.43 [223]P28(a1,f10(x2231),f10(x2231))+~P36(a1,x2232,a6) % 8.35/8.43 [226]E(x2261,x2262)+~P11(x2263,x2264,x2261,x2262) % 8.35/8.43 [222]~P22(x2223,x2222)+~P36(x2223,x2221,x2222)+E(x2221,f7(x2222,x2223))+E(x2221,f8(x2222,x2223)) % 8.35/8.43 [229]~P36(x2293,x2292,x2294)+~P36(x2293,x2291,x2294)+E(x2291,x2292)+P22(x2293,x2294)+P36(x2293,f11(x2291,x2292,x2294,x2293),x2294) % 8.35/8.43 [228]~P36(x2283,x2282,x2284)+~P36(x2283,x2281,x2284)+E(x2281,x2282)+P22(x2283,x2284)+~E(f11(x2281,x2282,x2285,x2286),x2282) % 8.35/8.43 [227]~P36(x2273,x2272,x2274)+~P36(x2273,x2271,x2274)+E(x2271,x2272)+P22(x2273,x2274)+~E(f11(x2271,x2275,x2276,x2277),x2271) % 8.35/8.43 [224]~P24(x2243,x2242)+~P24(x2243,x2241)+~P35(x2243,x2242,x2244)+~P35(x2243,x2241,x2244)+E(x2241,x2242)+~P15(x2243,x2244) % 8.35/8.43 %EqnAxiom % 8.35/8.43 [1]E(x11,x11) % 8.35/8.43 [2]E(x22,x21)+~E(x21,x22) % 8.35/8.43 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) % 8.35/8.43 [4]~E(x41,x42)+E(f7(x41,x43),f7(x42,x43)) % 8.35/8.43 [5]~E(x51,x52)+E(f7(x53,x51),f7(x53,x52)) % 8.35/8.43 [6]~E(x61,x62)+E(f8(x61,x63),f8(x62,x63)) % 8.35/8.43 [7]~E(x71,x72)+E(f8(x73,x71),f8(x73,x72)) % 8.35/8.43 [8]~E(x81,x82)+E(f9(x81),f9(x82)) % 8.35/8.43 [9]~E(x91,x92)+E(f10(x91),f10(x92)) % 8.35/8.43 [10]~E(x101,x102)+E(f11(x101,x103,x104,x105),f11(x102,x103,x104,x105)) % 8.35/8.43 [11]~E(x111,x112)+E(f11(x113,x111,x114,x115),f11(x113,x112,x114,x115)) % 8.35/8.43 [12]~E(x121,x122)+E(f11(x123,x124,x121,x125),f11(x123,x124,x122,x125)) % 8.35/8.43 [13]~E(x131,x132)+E(f11(x133,x134,x135,x131),f11(x133,x134,x135,x132)) % 8.35/8.43 [14]~P1(x141)+P1(x142)+~E(x141,x142) % 8.35/8.43 [15]P3(x152,x153)+~E(x151,x152)+~P3(x151,x153) % 8.35/8.43 [16]P3(x163,x162)+~E(x161,x162)+~P3(x163,x161) % 8.35/8.43 [17]P22(x172,x173)+~E(x171,x172)+~P22(x171,x173) % 8.35/8.43 [18]P22(x183,x182)+~E(x181,x182)+~P22(x183,x181) % 8.35/8.43 [19]P4(x192,x193)+~E(x191,x192)+~P4(x191,x193) % 8.35/8.43 [20]P4(x203,x202)+~E(x201,x202)+~P4(x203,x201) % 8.35/8.43 [21]P5(x212,x213)+~E(x211,x212)+~P5(x211,x213) % 8.35/8.43 [22]P5(x223,x222)+~E(x221,x222)+~P5(x223,x221) % 8.35/8.43 [23]P9(x232,x233)+~E(x231,x232)+~P9(x231,x233) % 8.35/8.43 [24]P9(x243,x242)+~E(x241,x242)+~P9(x243,x241) % 8.35/8.43 [25]P23(x252,x253)+~E(x251,x252)+~P23(x251,x253) % 8.35/8.43 [26]P23(x263,x262)+~E(x261,x262)+~P23(x263,x261) % 8.35/8.43 [27]P24(x272,x273)+~E(x271,x272)+~P24(x271,x273) % 8.35/8.43 [28]P24(x283,x282)+~E(x281,x282)+~P24(x283,x281) % 8.35/8.43 [29]P25(x292,x293)+~E(x291,x292)+~P25(x291,x293) % 8.35/8.43 [30]P25(x303,x302)+~E(x301,x302)+~P25(x303,x301) % 8.35/8.43 [31]P12(x312,x313)+~E(x311,x312)+~P12(x311,x313) % 8.35/8.43 [32]P12(x323,x322)+~E(x321,x322)+~P12(x323,x321) % 8.35/8.43 [33]P26(x332,x333)+~E(x331,x332)+~P26(x331,x333) % 8.35/8.43 [34]P26(x343,x342)+~E(x341,x342)+~P26(x343,x341) % 8.35/8.43 [35]P55(x352,x353)+~E(x351,x352)+~P55(x351,x353) % 8.35/8.43 [36]P55(x363,x362)+~E(x361,x362)+~P55(x363,x361) % 8.35/8.43 [37]P13(x372,x373)+~E(x371,x372)+~P13(x371,x373) % 8.35/8.43 [38]P13(x383,x382)+~E(x381,x382)+~P13(x383,x381) % 8.35/8.43 [39]P45(x392,x393)+~E(x391,x392)+~P45(x391,x393) % 8.35/8.43 [40]P45(x403,x402)+~E(x401,x402)+~P45(x403,x401) % 8.35/8.43 [41]P27(x412,x413)+~E(x411,x412)+~P27(x411,x413) % 8.35/8.43 [42]P27(x423,x422)+~E(x421,x422)+~P27(x423,x421) % 8.35/8.43 [43]P35(x432,x433,x434)+~E(x431,x432)+~P35(x431,x433,x434) % 8.35/8.43 [44]P35(x443,x442,x444)+~E(x441,x442)+~P35(x443,x441,x444) % 8.35/8.43 [45]P35(x453,x454,x452)+~E(x451,x452)+~P35(x453,x454,x451) % 8.35/8.43 [46]P6(x462,x463,x464)+~E(x461,x462)+~P6(x461,x463,x464) % 8.35/8.43 [47]P6(x473,x472,x474)+~E(x471,x472)+~P6(x473,x471,x474) % 8.35/8.43 [48]P6(x483,x484,x482)+~E(x481,x482)+~P6(x483,x484,x481) % 8.35/8.43 [49]P28(x492,x493,x494)+~E(x491,x492)+~P28(x491,x493,x494) % 8.35/8.43 [50]P28(x503,x502,x504)+~E(x501,x502)+~P28(x503,x501,x504) % 8.35/8.43 [51]P28(x513,x514,x512)+~E(x511,x512)+~P28(x513,x514,x511) % 8.35/8.43 [52]P14(x522,x523,x524)+~E(x521,x522)+~P14(x521,x523,x524) % 8.35/8.43 [53]P14(x533,x532,x534)+~E(x531,x532)+~P14(x533,x531,x534) % 8.35/8.43 [54]P14(x543,x544,x542)+~E(x541,x542)+~P14(x543,x544,x541) % 8.35/8.43 [55]P36(x552,x553,x554)+~E(x551,x552)+~P36(x551,x553,x554) % 8.35/8.43 [56]P36(x563,x562,x564)+~E(x561,x562)+~P36(x563,x561,x564) % 8.35/8.43 [57]P36(x573,x574,x572)+~E(x571,x572)+~P36(x573,x574,x571) % 8.35/8.43 [58]P37(x582,x583)+~E(x581,x582)+~P37(x581,x583) % 8.35/8.43 [59]P37(x593,x592)+~E(x591,x592)+~P37(x593,x591) % 8.35/8.43 [60]P16(x602,x603)+~E(x601,x602)+~P16(x601,x603) % 8.35/8.43 [61]P16(x613,x612)+~E(x611,x612)+~P16(x613,x611) % 8.35/8.43 [62]P29(x622,x623)+~E(x621,x622)+~P29(x621,x623) % 8.35/8.43 [63]P29(x633,x632)+~E(x631,x632)+~P29(x633,x631) % 8.35/8.43 [64]P30(x642,x643)+~E(x641,x642)+~P30(x641,x643) % 8.35/8.43 [65]P30(x653,x652)+~E(x651,x652)+~P30(x653,x651) % 8.35/8.43 [66]P44(x662,x663)+~E(x661,x662)+~P44(x661,x663) % 8.43/8.43 [67]P44(x673,x672)+~E(x671,x672)+~P44(x673,x671) % 8.43/8.43 [68]P41(x682,x683)+~E(x681,x682)+~P41(x681,x683) % 8.43/8.43 [69]P41(x693,x692)+~E(x691,x692)+~P41(x693,x691) % 8.43/8.43 [70]P15(x702,x703)+~E(x701,x702)+~P15(x701,x703) % 8.43/8.43 [71]P15(x713,x712)+~E(x711,x712)+~P15(x713,x711) % 8.43/8.43 [72]P40(x722,x723)+~E(x721,x722)+~P40(x721,x723) % 8.43/8.43 [73]P40(x733,x732)+~E(x731,x732)+~P40(x733,x731) % 8.43/8.43 [74]P20(x742,x743)+~E(x741,x742)+~P20(x741,x743) % 8.43/8.43 [75]P20(x753,x752)+~E(x751,x752)+~P20(x753,x751) % 8.43/8.43 [76]P39(x762,x763)+~E(x761,x762)+~P39(x761,x763) % 8.43/8.43 [77]P39(x773,x772)+~E(x771,x772)+~P39(x773,x771) % 8.43/8.43 [78]P53(x782,x783)+~E(x781,x782)+~P53(x781,x783) % 8.43/8.43 [79]P53(x793,x792)+~E(x791,x792)+~P53(x793,x791) % 8.43/8.43 [80]P50(x802,x803)+~E(x801,x802)+~P50(x801,x803) % 8.43/8.43 [81]P50(x813,x812)+~E(x811,x812)+~P50(x813,x811) % 8.43/8.43 [82]P7(x822,x823)+~E(x821,x822)+~P7(x821,x823) % 8.43/8.43 [83]P7(x833,x832)+~E(x831,x832)+~P7(x833,x831) % 8.43/8.43 [84]P17(x842,x843)+~E(x841,x842)+~P17(x841,x843) % 8.43/8.43 [85]P17(x853,x852)+~E(x851,x852)+~P17(x853,x851) % 8.43/8.43 [86]P48(x862,x863)+~E(x861,x862)+~P48(x861,x863) % 8.43/8.43 [87]P48(x873,x872)+~E(x871,x872)+~P48(x873,x871) % 8.43/8.43 [88]P2(x882,x883)+~E(x881,x882)+~P2(x881,x883) % 8.43/8.43 [89]P2(x893,x892)+~E(x891,x892)+~P2(x893,x891) % 8.43/8.43 [90]P46(x902,x903)+~E(x901,x902)+~P46(x901,x903) % 8.43/8.43 [91]P46(x913,x912)+~E(x911,x912)+~P46(x913,x911) % 8.43/8.43 [92]P42(x922,x923)+~E(x921,x922)+~P42(x921,x923) % 8.43/8.43 [93]P42(x933,x932)+~E(x931,x932)+~P42(x933,x931) % 8.43/8.43 [94]P51(x942,x943)+~E(x941,x942)+~P51(x941,x943) % 8.43/8.43 [95]P51(x953,x952)+~E(x951,x952)+~P51(x953,x951) % 8.43/8.43 [96]P43(x962,x963)+~E(x961,x962)+~P43(x961,x963) % 8.43/8.43 [97]P43(x973,x972)+~E(x971,x972)+~P43(x973,x971) % 8.43/8.43 [98]P54(x982,x983)+~E(x981,x982)+~P54(x981,x983) % 8.43/8.43 [99]P54(x993,x992)+~E(x991,x992)+~P54(x993,x991) % 8.43/8.43 [100]P58(x1002,x1003)+~E(x1001,x1002)+~P58(x1001,x1003) % 8.43/8.43 [101]P58(x1013,x1012)+~E(x1011,x1012)+~P58(x1013,x1011) % 8.43/8.43 [102]P18(x1022,x1023)+~E(x1021,x1022)+~P18(x1021,x1023) % 8.43/8.43 [103]P18(x1033,x1032)+~E(x1031,x1032)+~P18(x1033,x1031) % 8.43/8.43 [104]P34(x1042,x1043)+~E(x1041,x1042)+~P34(x1041,x1043) % 8.43/8.43 [105]P34(x1053,x1052)+~E(x1051,x1052)+~P34(x1053,x1051) % 8.43/8.43 [106]P31(x1062,x1063)+~E(x1061,x1062)+~P31(x1061,x1063) % 8.43/8.43 [107]P31(x1073,x1072)+~E(x1071,x1072)+~P31(x1073,x1071) % 8.43/8.43 [108]P8(x1082,x1083)+~E(x1081,x1082)+~P8(x1081,x1083) % 8.43/8.43 [109]P8(x1093,x1092)+~E(x1091,x1092)+~P8(x1093,x1091) % 8.43/8.43 [110]P10(x1102,x1103)+~E(x1101,x1102)+~P10(x1101,x1103) % 8.43/8.43 [111]P10(x1113,x1112)+~E(x1111,x1112)+~P10(x1113,x1111) % 8.43/8.43 [112]P57(x1122,x1123)+~E(x1121,x1122)+~P57(x1121,x1123) % 8.43/8.43 [113]P57(x1133,x1132)+~E(x1131,x1132)+~P57(x1133,x1131) % 8.43/8.43 [114]P32(x1142,x1143)+~E(x1141,x1142)+~P32(x1141,x1143) % 8.43/8.43 [115]P32(x1153,x1152)+~E(x1151,x1152)+~P32(x1153,x1151) % 8.43/8.43 [116]P38(x1162,x1163)+~E(x1161,x1162)+~P38(x1161,x1163) % 8.43/8.43 [117]P38(x1173,x1172)+~E(x1171,x1172)+~P38(x1173,x1171) % 8.43/8.43 [118]P33(x1182,x1183)+~E(x1181,x1182)+~P33(x1181,x1183) % 8.43/8.43 [119]P33(x1193,x1192)+~E(x1191,x1192)+~P33(x1193,x1191) % 8.43/8.43 [120]P49(x1202,x1203)+~E(x1201,x1202)+~P49(x1201,x1203) % 8.43/8.43 [121]P49(x1213,x1212)+~E(x1211,x1212)+~P49(x1213,x1211) % 8.43/8.43 [122]P52(x1222,x1223)+~E(x1221,x1222)+~P52(x1221,x1223) % 8.43/8.43 [123]P52(x1233,x1232)+~E(x1231,x1232)+~P52(x1233,x1231) % 8.43/8.43 [124]P21(x1242,x1243)+~E(x1241,x1242)+~P21(x1241,x1243) % 8.43/8.43 [125]P21(x1253,x1252)+~E(x1251,x1252)+~P21(x1253,x1251) % 8.43/8.43 [126]P56(x1262,x1263)+~E(x1261,x1262)+~P56(x1261,x1263) % 8.43/8.43 [127]P56(x1273,x1272)+~E(x1271,x1272)+~P56(x1273,x1271) % 8.43/8.43 [128]P19(x1282,x1283)+~E(x1281,x1282)+~P19(x1281,x1283) % 8.43/8.43 [129]P19(x1293,x1292)+~E(x1291,x1292)+~P19(x1293,x1291) % 8.43/8.43 [130]P59(x1302,x1303)+~E(x1301,x1302)+~P59(x1301,x1303) % 8.43/8.43 [131]P59(x1313,x1312)+~E(x1311,x1312)+~P59(x1313,x1311) % 8.43/8.43 [132]P11(x1322,x1323,x1324,x1325)+~E(x1321,x1322)+~P11(x1321,x1323,x1324,x1325) % 8.43/8.43 [133]P11(x1333,x1332,x1334,x1335)+~E(x1331,x1332)+~P11(x1333,x1331,x1334,x1335) % 8.43/8.43 [134]P11(x1343,x1344,x1342,x1345)+~E(x1341,x1342)+~P11(x1343,x1344,x1341,x1345) % 8.43/8.43 [135]P11(x1353,x1354,x1355,x1352)+~E(x1351,x1352)+~P11(x1353,x1354,x1355,x1351) % 8.43/8.43 [136]P47(x1362,x1363)+~E(x1361,x1362)+~P47(x1361,x1363) % 8.43/8.43 [137]P47(x1373,x1372)+~E(x1371,x1372)+~P47(x1373,x1371) % 8.43/8.43 % 8.43/8.43 %------------------------------------------- % 8.43/8.43 cnf(230,plain, % 8.43/8.43 (~P59(a1,a3)), % 8.43/8.43 inference(scs_inference,[],[148,214])). % 8.43/8.43 cnf(320,plain, % 8.43/8.43 (P29(x3201,x3202)+~P16(x3201,x3202)), % 8.43/8.43 inference(scs_inference,[],[158,159])). % 8.43/8.43 cnf(321,plain, % 8.43/8.43 (P15(x3211,x3212)+~P29(x3211,x3212)), % 8.43/8.43 inference(scs_inference,[],[160,161])). % 8.43/8.43 cnf(333,plain, % 8.43/8.43 (~P29(x3331,x3332)+~P43(x3331,x3332)), % 8.43/8.43 inference(scs_inference,[],[173,211])). % 8.43/8.43 cnf(334,plain, % 8.43/8.43 (~P29(x3341,x3342)+~P42(x3341,x3342)), % 8.43/8.43 inference(scs_inference,[],[174,212])). % 8.43/8.43 cnf(335,plain, % 8.43/8.43 (~P37(x3351,x3352)+~P56(x3351,x3352)), % 8.43/8.43 inference(scs_inference,[],[175,213])). % 8.43/8.43 cnf(336,plain, % 8.43/8.43 (P47(a1,a6)), % 8.43/8.43 inference(scs_inference,[],[140,176,177])). % 8.43/8.43 cnf(341,plain, % 8.43/8.43 (~P46(a1,a6)), % 8.43/8.43 inference(scs_inference,[],[336,178,207])). % 8.43/8.43 cnf(358,plain, % 8.43/8.43 (~P44(a1,a6)), % 8.43/8.43 inference(scs_inference,[],[341,166,163,164,165,201,179,180,186,161])). % 8.43/8.43 cnf(362,plain, % 8.43/8.43 (~P8(a1,a6)), % 8.43/8.43 inference(scs_inference,[],[341,166,163,164,165,201,179,180,186,161,162,194])). % 8.43/8.43 cnf(364,plain, % 8.43/8.43 (~P34(a1,a6)), % 8.43/8.43 inference(scs_inference,[],[341,166,163,164,165,201,179,180,186,161,162,194,195])). % 8.43/8.43 cnf(366,plain, % 8.43/8.43 (~P48(a1,a6)), % 8.43/8.43 inference(scs_inference,[],[341,166,163,164,165,201,179,180,186,161,162,194,195,200])). % 8.43/8.43 cnf(368,plain, % 8.43/8.43 (~E(a2,a6)), % 8.43/8.43 inference(scs_inference,[],[142,341,166,163,164,165,201,179,180,186,161,162,194,195,200,22])). % 8.43/8.43 cnf(396,plain, % 8.43/8.43 (~P16(a1,a6)), % 8.43/8.43 inference(scs_inference,[],[145,147,368,358,362,364,366,199,204,226,160,192,193,32,28,197,198,159,190,191,206,158])). % 8.43/8.43 cnf(403,plain, % 8.43/8.43 (~P17(x4031,x4032)+~P37(x4031,x4032)), % 8.43/8.43 inference(scs_inference,[],[182,335])). % 8.43/8.43 cnf(433,plain, % 8.43/8.43 (~P2(x4331,x4332)+~P37(x4331,x4332)), % 8.43/8.43 inference(scs_inference,[],[184,335])). % 8.43/8.43 cnf(482,plain, % 8.43/8.43 (~P2(x4821,x4822)+~P29(x4821,x4822)), % 8.43/8.43 inference(scs_inference,[],[202,333])). % 8.43/8.43 cnf(615,plain, % 8.43/8.43 (~P29(x6151,x6152)+~P39(x6151,x6152)), % 8.43/8.43 inference(scs_inference,[],[334,196])). % 8.43/8.43 cnf(647,plain, % 8.43/8.43 (~P17(x6471,x6472)+~P16(x6471,x6472)), % 8.43/8.43 inference(scs_inference,[],[403,158])). % 8.43/8.43 cnf(679,plain, % 8.43/8.43 (~P2(x6791,x6792)+~P16(x6791,x6792)), % 8.43/8.43 inference(scs_inference,[],[433,158])). % 8.43/8.43 cnf(712,plain, % 8.43/8.43 (~P29(x7121,x7122)+~P2(x7121,x7123)+~E(x7122,x7123)), % 8.43/8.43 inference(scs_inference,[],[482,63])). % 8.43/8.43 cnf(761,plain, % 8.43/8.43 (~P29(x7611,x7612)+~P34(x7611,x7612)), % 8.43/8.43 inference(scs_inference,[],[615,195])). % 8.43/8.43 cnf(793,plain, % 8.43/8.43 (~P17(a1,x7931)+~P36(a1,x7931,a6)), % 8.43/8.43 inference(scs_inference,[],[647,216])). % 8.43/8.43 cnf(825,plain, % 8.43/8.43 (~P2(a1,x8251)+~P36(a1,x8251,a6)), % 8.43/8.43 inference(scs_inference,[],[679,216])). % 8.43/8.43 cnf(873,plain, % 8.43/8.43 (~P29(a1,a4)), % 8.43/8.43 inference(scs_inference,[],[147,761,204])). % 8.43/8.43 cnf(876,plain, % 8.43/8.43 (~P16(a1,a4)), % 8.43/8.43 inference(scs_inference,[],[873,159,158])). % 8.43/8.43 cnf(1059,plain, % 8.43/8.43 (~P36(a1,a2,a6)), % 8.43/8.43 inference(scs_inference,[],[141,793,180])). % 8.43/8.43 cnf(1075,plain, % 8.43/8.43 (~P49(a1,x10751)+~P36(a1,x10751,a6)), % 8.43/8.43 inference(scs_inference,[],[825,201])). % 8.43/8.43 cnf(1091,plain, % 8.43/8.43 (~P48(a1,x10911)+~P36(a1,x10911,a6)), % 8.43/8.43 inference(scs_inference,[],[1075,200])). % 8.43/8.43 cnf(1157,plain, % 8.43/8.43 (P52(a1,f9(x11571))), % 8.43/8.43 inference(scs_inference,[],[140,218,220])). % 8.43/8.43 cnf(1182,plain, % 8.43/8.43 (P20(a1,f10(x11821))), % 8.43/8.43 inference(scs_inference,[],[140,219,221])). % 8.43/8.43 cnf(1271,plain, % 8.43/8.43 (E(x12711,f10(x12711))+~P36(a1,x12711,a6)), % 8.43/8.43 inference(scs_inference,[],[225,226])). % 8.43/8.43 cnf(1404,plain, % 8.43/8.43 (~E(x14041,a6)+~P36(a1,x14041,a6)), % 8.43/8.43 inference(scs_inference,[],[396,61,216])). % 8.43/8.43 cnf(1438,plain, % 8.43/8.43 (P30(x14381,x14382)+~P29(x14381,x14383)+~E(x14383,x14382)), % 8.43/8.43 inference(scs_inference,[],[65,173])). % 8.43/8.43 cnf(1660,plain, % 8.43/8.43 (P7(x16601,x16602)+~P29(x16601,x16603)+~E(x16603,x16602)), % 8.43/8.43 inference(scs_inference,[],[83,174])). % 8.43/8.43 cnf(1794,plain, % 8.43/8.43 (P42(x17941,x17942)+~P39(x17941,x17943)+~E(x17943,x17942)), % 8.43/8.43 inference(scs_inference,[],[93,196])). % 8.43/8.43 cnf(1963,plain, % 8.43/8.43 (P18(x19631,x19632)+~P15(x19631,x19633)+~E(x19633,x19632)), % 8.43/8.43 inference(scs_inference,[],[103,169])). % 8.43/8.43 cnf(2352,plain, % 8.43/8.43 (~P59(x23521,x23522)+~E(x23521,a1)+~E(x23522,a3)), % 8.43/8.43 inference(scs_inference,[],[230,130,131])). % 8.43/8.43 cnf(2489,plain, % 8.43/8.43 (~E(x24891,a3)+~P36(a1,x24891,a6)), % 8.43/8.43 inference(scs_inference,[],[2352,217])). % 8.43/8.43 cnf(2536,plain, % 8.43/8.43 (P36(x25361,f8(a6,a1),a6)+~E(a1,x25361)), % 8.43/8.43 inference(scs_inference,[],[140,55,220])). % 8.43/8.43 cnf(2537,plain, % 8.43/8.43 (P36(a1,f8(a6,a1),a6)), % 8.43/8.43 inference(equality_inference,[],[2536])). % 8.43/8.43 cnf(2538,plain, % 8.43/8.43 (P28(a1,f10(x25381),f10(x25381))), % 8.43/8.43 inference(scs_inference,[],[2537,223])). % 8.43/8.43 cnf(2556,plain, % 8.43/8.43 (~E(f8(a6,a1),a3)), % 8.43/8.43 inference(scs_inference,[],[2537,216,217,793,825,1075,1091,1271,1404,2489])). % 8.43/8.43 cnf(2560,plain, % 8.43/8.43 (E(f10(f8(a6,a1)),f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[2537,216,217,793,825,1075,1091,1271,1404,2489,320,2])). % 8.43/8.43 cnf(2565,plain, % 8.43/8.43 (~P52(a1,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[2537,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179])). % 8.43/8.43 cnf(2575,plain, % 8.43/8.43 (~E(a6,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57])). % 8.43/8.43 cnf(2587,plain, % 8.43/8.43 (P30(a1,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[876,2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57,61,712,1438,1660,1963,3,65])). % 8.43/8.43 cnf(2588,plain, % 8.43/8.43 (P7(a1,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[876,2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57,61,712,1438,1660,1963,3,65,83])). % 8.43/8.43 cnf(2589,plain, % 8.43/8.43 (P18(a1,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[876,2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57,61,712,1438,1660,1963,3,65,83,103])). % 8.43/8.43 cnf(2601,plain, % 8.43/8.43 (~P17(a1,f10(f8(a6,a1)))), % 8.43/8.43 inference(scs_inference,[],[876,2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57,61,712,1438,1660,1963,3,65,83,103,209,211,212,201,14,1794,181])). % 8.43/8.43 cnf(2603,plain, % 8.43/8.43 (~P39(a1,f10(f8(a6,a1)))), % 8.43/8.43 inference(scs_inference,[],[876,2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57,61,712,1438,1660,1963,3,65,83,103,209,211,212,201,14,1794,181,196])). % 8.43/8.43 cnf(2609,plain, % 8.43/8.43 (~P8(a1,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[876,2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57,61,712,1438,1660,1963,3,65,83,103,209,211,212,201,14,1794,181,196,195,204,194])). % 8.43/8.43 cnf(2611,plain, % 8.43/8.43 (~P48(a1,f10(f8(a6,a1)))), % 8.43/8.43 inference(scs_inference,[],[876,2537,157,216,217,793,825,1075,1091,1271,1404,2489,320,2,321,199,179,180,198,186,226,57,61,712,1438,1660,1963,3,65,83,103,209,211,212,201,14,1794,181,196,195,204,194,200])). % 8.43/8.43 cnf(2668,plain, % 8.43/8.43 (~P8(a1,f10(f8(a6,a1)))), % 8.43/8.43 inference(scs_inference,[],[2587,2588,2589,2603,2609,193,195,211,212,209,192,204,191,194])). % 8.43/8.43 cnf(2685,plain, % 8.43/8.43 (P28(a1,f10(x26851),f10(x26851))), % 8.43/8.43 inference(rename_variables,[],[2538])). % 8.43/8.43 cnf(2693,plain, % 8.43/8.43 (~P20(a1,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[1157,2538,2685,2556,2565,2560,2587,2588,2589,2601,2603,2611,2609,193,195,211,212,209,192,204,191,194,197,179,199,180,198,186,226,50,51,123,190,206,205])). % 8.43/8.43 cnf(2695,plain, % 8.43/8.43 (~P57(a1,f8(a6,a1))), % 8.43/8.43 inference(scs_inference,[],[1157,2538,2685,2556,2565,2560,2587,2588,2589,2601,2603,2611,2609,193,195,211,212,209,192,204,191,194,197,179,199,180,198,186,226,50,51,123,190,206,205,189])). % 8.43/8.43 cnf(2734,plain, % 8.43/8.43 ($false), % 8.43/8.43 inference(scs_inference,[],[1182,1059,2537,2575,2693,2560,2668,2695,188,193,192,197,190,189,187,191,226,56,75]), % 8.43/8.43 ['proof']). % 8.43/8.43 % SZS output end Proof % 8.43/8.43 % Total time :7.790000s %------------------------------------------------------------------------------