0.03/0.12 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.03/0.12 % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s 0.14/0.34 % Computer : n016.cluster.edu 0.14/0.34 % Model : x86_64 x86_64 0.14/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.14/0.34 % Memory : 8042.1875MB 0.14/0.34 % OS : Linux 3.10.0-693.el7.x86_64 0.14/0.34 % CPULimit : 960 0.14/0.34 % WCLimit : 120 0.14/0.34 % DateTime : Thu Jul 2 10:53:50 EDT 2020 0.14/0.34 % CPUTime : 0.20/0.44 openjdk version "1.8.0_171" 0.20/0.44 OpenJDK Runtime Environment (build 1.8.0_171-b10) 0.20/0.44 OpenJDK 64-Bit Server VM (build 25.171-b10, mixed mode) 0.20/0.45 file=/export/starexec/sandbox2/benchmark/theBenchmark.p 0.61/0.71 start to proof:theBenchmark 102.05/102.14 %------------------------------------------- 102.05/102.14 % File :CSE---1.3 102.05/102.14 % Problem :theBenchmark 102.05/102.14 % Transform :cnf 102.05/102.14 % Format :tptp:raw 102.05/102.14 % Command :java -jar mcs_scs.jar %d %s 102.05/102.14 102.05/102.14 % Result :Theorem 101.250000s 102.05/102.14 % Output :CNFRefutation 101.250000s 102.05/102.14 %------------------------------------------- 102.05/102.15 fof(sos_59,axiom,( 102.05/102.15 tptp2 != tptp3 )). 102.05/102.15 102.05/102.15 fof(sos_23,axiom,( 102.05/102.15 ! [X64,X65] : 102.05/102.15 ( atocc(X64,X65) 102.05/102.15 <=> ? [X66] : 102.05/102.15 ( occurrence_of(X64,X66) 102.05/102.15 & atomic(X66) 102.05/102.15 & subactivity(X65,X66) ) ) )). 102.05/102.15 102.05/102.15 fof(sos_60,axiom,( 102.05/102.15 tptp1 != tptp3 )). 102.05/102.15 102.05/102.15 fof(sos_18,axiom,( 102.05/102.15 ! [X45,X46,X47,X48] : 102.05/102.15 ( ( min_precedes(X45,X46,X48) 102.05/102.15 & min_precedes(X45,X47,X48) 102.05/102.15 & precedes(X46,X47) ) 102.05/102.15 => min_precedes(X46,X47,X48) ) )). 102.05/102.15 102.05/102.15 fof(sos_38,axiom,( 102.05/102.15 ! [X117,X118,X119] : 102.05/102.15 ( ( occurrence_of(X117,X119) 102.05/102.15 & root_occ(X118,X117) ) 102.05/102.15 => ~ ? [X120] : min_precedes(X120,X118,X119) ) )). 102.05/102.15 102.05/102.15 fof(sos_04,axiom,( 102.05/102.15 ! [X8,X9] : 102.05/102.15 ( ~ earlier(X9,X8) 102.05/102.15 <= earlier(X8,X9) ) )). 102.05/102.15 102.05/102.15 fof(sos_10,axiom,( 102.05/102.15 ! [X21,X22] : 102.05/102.15 ( ( earlier(X21,X22) 102.05/102.15 & legal(X22) ) 102.05/102.15 <=> precedes(X21,X22) ) )). 102.05/102.15 102.05/102.15 fof(sos_40,axiom,( 102.05/102.15 ! [X126,X127,X128,X129] : 102.05/102.15 ( ( next_subocc(X127,X126,X129) 102.05/102.15 & next_subocc(X128,X126,X129) ) 102.05/102.15 => X128 = X127 ) )). 102.05/102.15 102.05/102.15 fof(sos_27,axiom,( 102.05/102.15 ! [X76,X77] : 102.05/102.15 ( ? [X78] : 102.05/102.15 ( root(X78,X76) 102.05/102.15 & subactivity_occurrence(X78,X77) ) 102.05/102.15 <= ( occurrence_of(X77,X76) 102.05/102.15 & ~ atomic(X76) ) ) )). 102.05/102.15 102.05/102.15 fof(sos_19,axiom,( 102.05/102.15 ! [X49,X50,X51] : 102.05/102.15 ( ~ atomic(X51) 102.05/102.15 <= min_precedes(X49,X50,X51) ) )). 102.05/102.15 102.05/102.15 fof(sos_28,axiom,( 102.05/102.15 ! [X79,X80,X81,X82] : 102.05/102.15 ( ( min_precedes(X81,X82,X79) 102.05/102.15 | min_precedes(X82,X81,X79) 102.05/102.15 | X81 = X82 ) 102.05/102.15 <= ( arboreal(X81) 102.05/102.15 & arboreal(X82) 102.05/102.15 & subactivity_occurrence(X81,X80) 102.05/102.15 & subactivity_occurrence(X82,X80) 102.05/102.15 & occurrence_of(X80,X79) ) ) )). 102.05/102.15 102.05/102.15 fof(sos_12,axiom,( 102.05/102.15 ! [X28,X29] : 102.05/102.15 ( root(X29,X28) 102.05/102.15 => ? [X30] : 102.05/102.15 ( subactivity(X30,X28) 102.05/102.15 & atocc(X29,X30) ) ) )). 102.05/102.15 102.05/102.15 fof(sos_05,axiom,( 102.05/102.15 ! [X10,X11,X12] : 102.05/102.15 ( earlier(X10,X12) 102.05/102.15 <= ( earlier(X11,X12) 102.05/102.15 & earlier(X10,X11) ) ) )). 102.05/102.15 102.05/102.15 fof(sos_51,axiom,( 102.05/102.15 ~ atomic(tptp0) )). 102.05/102.15 102.05/102.15 fof(sos_08,axiom,( 102.05/102.15 ! [X18] : 102.05/102.15 ( arboreal(X18) 102.05/102.15 <= legal(X18) ) )). 102.05/102.15 102.05/102.15 fof(sos_31,axiom,( 102.05/102.15 ! [X91,X92,X93] : 102.05/102.15 ( subactivity_occurrence(X91,X93) 102.05/102.15 <= ( subactivity_occurrence(X92,X93) 102.05/102.15 & subactivity_occurrence(X91,X92) ) ) )). 102.05/102.15 102.05/102.15 fof(sos_49,axiom,( 102.05/102.15 ! [X161] : 102.05/102.15 ( ? [X162,X163,X164] : 102.05/102.15 ( min_precedes(X162,X163,tptp0) 102.05/102.15 & ! [X165] : 102.05/102.15 ( ( X163 = X165 102.05/102.15 | X164 = X165 ) 102.05/102.15 <= min_precedes(X162,X165,tptp0) ) 102.05/102.15 & min_precedes(X163,X164,tptp0) 102.05/102.15 & ( occurrence_of(X164,tptp2) 102.05/102.15 | occurrence_of(X164,tptp1) ) 102.05/102.15 & occurrence_of(X163,tptp4) 102.05/102.15 & root_occ(X162,X161) 102.05/102.15 & occurrence_of(X162,tptp3) ) 102.05/102.15 <= occurrence_of(X161,tptp0) ) )). 102.05/102.15 102.05/102.15 fof(sos_54,axiom,( 102.05/102.15 atomic(tptp1) )). 102.05/102.15 102.05/102.15 fof(sos_50,axiom,( 102.05/102.15 activity(tptp0) )). 102.05/102.15 102.05/102.15 fof(goals,conjecture,( 102.05/102.15 ! [X166] : 102.05/102.15 ( occurrence_of(X166,tptp0) 102.05/102.15 => ? [X167,X168] : 102.05/102.15 ( occurrence_of(X167,tptp3) 102.05/102.15 & root_occ(X167,X166) 102.05/102.15 & ( occurrence_of(X168,tptp1) 102.05/102.15 | occurrence_of(X168,tptp2) ) 102.05/102.15 & min_precedes(X167,X168,tptp0) ) ) )). 102.05/102.15 102.05/102.15 fof(sos_42,axiom,( 102.05/102.15 ! [X134,X135,X136,X137] : 102.05/102.15 ( ( ~ min_precedes(X137,X136,X134) 102.05/102.15 & arboreal(X136) 102.05/102.15 & root_occ(X137,X135) 102.05/102.15 & subactivity_occurrence(X136,X135) 102.05/102.15 & occurrence_of(X135,X134) ) 102.05/102.15 => X136 = X137 ) )). 102.05/102.15 102.05/102.16 fof(sos_16,axiom,( 102.05/102.16 ! [X41,X42] : 102.05/102.16 ( legal(X41) 102.05/102.16 <= root(X41,X42) ) )). 102.05/102.16 102.05/102.16 fof(sos_20,axiom,( 102.05/102.16 ! [X52,X53,X54,X55] : 102.05/102.16 ( ( min_precedes(X53,X52,X55) 102.05/102.16 & precedes(X53,X54) 102.05/102.16 & min_precedes(X54,X52,X55) ) 102.05/102.16 => min_precedes(X53,X54,X55) ) )). 102.05/102.16 102.05/102.16 fof(sos_02,axiom,( 102.05/102.16 ! [X4,X5,X6] : 102.05/102.16 ( X6 = X5 102.05/102.16 <= ( occurrence_of(X4,X5) 102.05/102.16 & occurrence_of(X4,X6) ) ) )). 102.05/102.16 102.05/102.16 fof(sos,axiom,( 102.05/102.16 ! [X0,X1] : 102.05/102.16 ( ( activity(X0) 102.05/102.16 & activity_occurrence(X1) ) 102.05/102.16 <= occurrence_of(X1,X0) ) )). 102.05/102.16 102.05/102.16 fof(sos_21,axiom,( 102.05/102.16 ! [X56,X57] : 102.05/102.16 ( ( ~ ? [X59] : min_precedes(X56,X59,X57) 102.05/102.16 & ( root(X56,X57) 102.05/102.16 | ? [X58] : min_precedes(X58,X56,X57) ) ) 102.05/102.16 <=> leaf(X56,X57) ) )). 102.05/102.16 102.05/102.16 fof(sos_55,axiom,( 102.05/102.16 atomic(tptp3) )). 102.05/102.16 102.05/102.16 fof(sos_58,axiom,( 102.05/102.16 tptp4 != tptp1 )). 102.05/102.16 102.05/102.16 fof(sos_41,axiom,( 102.05/102.16 ! [X130,X131,X132,X133] : 102.05/102.16 ( ( occurrence_of(X130,X133) 102.05/102.16 & leaf_occ(X131,X130) 102.05/102.16 & X132 != X131 102.08/102.16 & root_occ(X132,X130) ) 102.08/102.16 => min_precedes(X132,X131,X133) ) )). 102.08/102.16 102.08/102.16 fof(sos_47,axiom,( 102.08/102.16 ! [X151,X152,X153,X154,X155] : 102.08/102.16 ( min_precedes(X154,X153,X151) 102.08/102.16 <= ( occurrence_of(X152,X151) 102.08/102.16 & subactivity_occurrence(X153,X152) 102.08/102.16 & X154 != X153 102.08/102.16 & min_precedes(X153,X155,X151) 102.08/102.16 & leaf_occ(X155,X152) 102.08/102.16 & root_occ(X154,X152) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_26,axiom,( 102.08/102.16 ! [X73,X74] : 102.08/102.16 ( ? [X75] : 102.08/102.16 ( subactivity_occurrence(X74,X75) 102.08/102.16 & occurrence_of(X75,X73) ) 102.08/102.16 <= ( root(X74,X73) 102.08/102.16 & ~ atomic(X73) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_11,axiom,( 102.08/102.16 ! [X23,X24,X25] : 102.08/102.16 ( ? [X26,X27] : 102.08/102.16 ( subactivity(X27,X23) 102.08/102.16 & atocc(X24,X26) 102.08/102.16 & atocc(X25,X27) 102.08/102.16 & subactivity(X26,X23) ) 102.08/102.16 <= min_precedes(X24,X25,X23) ) )). 102.08/102.16 102.08/102.16 fof(sos_32,axiom,( 102.08/102.16 ! [X94,X95,X96,X97] : 102.08/102.16 ( ( ~ subactivity_occurrence(X96,X97) 102.08/102.16 & subactivity(X94,X95) 102.08/102.16 & occurrence_of(X97,X95) 102.08/102.16 & occurrence_of(X96,X94) ) 102.08/102.16 => ? [X98] : 102.08/102.16 ( subactivity_occurrence(X98,X97) 102.08/102.16 & ~ subactivity_occurrence(X98,X96) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_14,axiom,( 102.08/102.16 ! [X35,X36,X37] : 102.08/102.16 ( ~ root(X36,X37) 102.08/102.16 <= min_precedes(X35,X36,X37) ) )). 102.08/102.16 102.08/102.16 fof(sos_37,axiom,( 102.08/102.16 ! [X113,X114,X115] : 102.08/102.16 ( ~ ? [X116] : min_precedes(X114,X116,X115) 102.08/102.16 <= ( occurrence_of(X113,X115) 102.08/102.16 & leaf_occ(X114,X113) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_53,axiom,( 102.08/102.16 atomic(tptp2) )). 102.08/102.16 102.08/102.16 fof(sos_17,axiom,( 102.08/102.16 ! [X43,X44] : 102.08/102.16 ( root(X43,X44) 102.08/102.16 <= ( legal(X43) 102.08/102.16 & atocc(X43,X44) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_30,axiom,( 102.08/102.16 ! [X87,X88,X89,X90] : 102.08/102.16 ( subactivity(X87,X88) 102.08/102.16 <= ( occurrence_of(X89,X87) 102.08/102.16 & ~ atomic(X87) 102.08/102.16 & subactivity_occurrence(X89,X90) 102.08/102.16 & occurrence_of(X90,X88) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_15,axiom,( 102.08/102.16 ! [X38,X39,X40] : 102.08/102.16 ( precedes(X38,X39) 102.08/102.16 <= min_precedes(X38,X39,X40) ) )). 102.08/102.16 102.08/102.16 fof(sos_07,axiom,( 102.08/102.16 ! [X16,X17] : 102.08/102.16 ( occurrence_of(X16,X17) 102.08/102.16 => ( arboreal(X16) 102.08/102.16 <=> atomic(X17) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_52,axiom,( 102.08/102.16 atomic(tptp4) )). 102.08/102.16 102.08/102.16 fof(sos_45,axiom,( 102.08/102.16 ! [X145,X146] : 102.08/102.16 ( ( ~ atomic(X146) 102.08/102.16 & leaf(X145,X146) ) 102.08/102.16 => ? [X147] : 102.08/102.16 ( leaf_occ(X145,X147) 102.08/102.16 & occurrence_of(X147,X146) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_01,axiom,( 102.08/102.16 ! [X2] : 102.08/102.16 ( ? [X3] : 102.08/102.16 ( activity(X3) 102.08/102.16 & occurrence_of(X2,X3) ) 102.08/102.16 <= activity_occurrence(X2) ) )). 102.08/102.16 102.08/102.16 fof(sos_43,axiom,( 102.08/102.16 ! [X138,X139,X140,X141] : 102.08/102.16 ( X140 = X141 102.08/102.16 <= ( occurrence_of(X139,X138) 102.08/102.16 & leaf_occ(X141,X139) 102.08/102.16 & arboreal(X140) 102.08/102.16 & ~ min_precedes(X140,X141,X138) 102.08/102.16 & subactivity_occurrence(X140,X139) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_34,axiom,( 102.08/102.16 ! [X102,X103] : 102.08/102.16 ( leaf_occ(X102,X103) 102.08/102.16 <=> ? [X104] : 102.08/102.16 ( occurrence_of(X103,X104) 102.08/102.16 & subactivity_occurrence(X102,X103) 102.08/102.16 & leaf(X102,X104) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_56,axiom,( 102.08/102.16 tptp4 != tptp3 )). 102.08/102.16 102.08/102.16 fof(sos_33,axiom,( 102.08/102.16 ! [X99,X100] : 102.08/102.16 ( root_occ(X99,X100) 102.08/102.16 <=> ? [X101] : 102.08/102.16 ( occurrence_of(X100,X101) 102.08/102.16 & root(X99,X101) 102.08/102.16 & subactivity_occurrence(X99,X100) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_57,axiom,( 102.08/102.16 tptp2 != tptp4 )). 102.08/102.16 102.08/102.16 fof(sos_24,axiom,( 102.08/102.16 ! [X67,X68] : 102.08/102.16 ( subactivity_occurrence(X67,X68) 102.08/102.16 => ( activity_occurrence(X68) 102.08/102.16 & activity_occurrence(X67) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_03,axiom,( 102.08/102.16 ! [X7] : 102.08/102.16 ( activity(X7) 102.08/102.16 => subactivity(X7,X7) ) )). 102.08/102.16 102.08/102.16 fof(sos_09,axiom,( 102.08/102.16 ! [X19,X20] : 102.08/102.16 ( legal(X20) 102.08/102.16 <= ( legal(X19) 102.08/102.16 & earlier(X20,X19) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_22,axiom,( 102.08/102.16 ! [X60,X61,X62] : 102.08/102.16 ( next_subocc(X60,X61,X62) 102.08/102.16 <=> ( min_precedes(X60,X61,X62) 102.08/102.16 & ~ ? [X63] : 102.08/102.16 ( min_precedes(X60,X63,X62) 102.08/102.16 & min_precedes(X63,X61,X62) ) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_29,axiom,( 102.08/102.16 ! [X83,X84,X85,X86] : 102.08/102.16 ( ( occurrence_of(X86,X85) 102.08/102.16 & subactivity_occurrence(X84,X86) 102.08/102.16 & min_precedes(X83,X84,X85) ) 102.08/102.16 => subactivity_occurrence(X83,X86) ) )). 102.08/102.16 102.08/102.16 fof(sos_44,axiom,( 102.08/102.16 ! [X142,X143,X144] : 102.08/102.16 ( next_subocc(X142,X143,X144) 102.08/102.16 => ( arboreal(X142) 102.08/102.16 & arboreal(X143) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_48,axiom,( 102.08/102.16 ! [X156,X157,X158,X159,X160] : 102.08/102.16 ( ( root_occ(X159,X157) 102.08/102.16 & min_precedes(X159,X158,X156) 102.08/102.16 & X158 != X160 102.08/102.16 & subactivity_occurrence(X158,X157) 102.08/102.16 & leaf_occ(X160,X157) 102.08/102.16 & occurrence_of(X157,X156) ) 102.08/102.16 => min_precedes(X158,X160,X156) ) )). 102.08/102.16 102.08/102.16 fof(sos_39,axiom,( 102.08/102.16 ! [X121,X122,X123,X124,X125] : 102.08/102.16 ( ( next_subocc(X121,X123,X124) 102.08/102.16 & occurrence_of(X125,X124) 102.08/102.16 & subactivity_occurrence(X123,X125) 102.08/102.16 & subactivity_occurrence(X122,X125) 102.08/102.16 & next_subocc(X121,X122,X124) ) 102.08/102.16 => X122 = X123 ) )). 102.08/102.16 102.08/102.16 fof(sos_06,axiom,( 102.08/102.16 ! [X13,X14,X15] : 102.08/102.16 ( ( earlier(X15,X14) 102.08/102.16 & earlier(X13,X14) ) 102.08/102.16 => ( earlier(X13,X15) 102.08/102.16 | X15 = X13 102.08/102.16 | earlier(X15,X13) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_36,axiom,( 102.08/102.16 ! [X109,X110,X111,X112] : 102.08/102.16 ( ( occurrence_of(X111,X112) 102.08/102.16 & leaf_occ(X110,X111) 102.08/102.16 & leaf_occ(X109,X111) 102.08/102.16 & ~ atomic(X112) ) 102.08/102.16 => X109 = X110 ) )). 102.08/102.16 102.08/102.16 fof(sos_13,axiom,( 102.08/102.16 ! [X31,X32,X33] : 102.08/102.16 ( min_precedes(X31,X32,X33) 102.08/102.16 => ? [X34] : 102.08/102.16 ( root(X34,X33) 102.08/102.16 & min_precedes(X34,X32,X33) ) ) )). 102.08/102.16 102.08/102.16 fof(sos_61,axiom,( 102.08/102.16 tptp2 != tptp1 )). 102.08/102.16 102.08/102.16 fof(sos_25,axiom,( 102.08/102.16 ! [X69,X70,X71] : 102.08/102.16 ( ? [X72] : 102.08/102.16 ( subactivity_occurrence(X70,X72) 102.08/102.16 & subactivity_occurrence(X71,X72) 102.08/102.16 & occurrence_of(X72,X69) ) 102.08/102.16 <= min_precedes(X70,X71,X69) ) )). 102.08/102.16 102.08/102.16 fof(sos_35,axiom,( 102.08/102.16 ! [X105,X106,X107,X108] : 102.08/102.16 ( ( occurrence_of(X107,X108) 102.08/102.16 & root_occ(X105,X107) 102.08/102.16 & root_occ(X106,X107) ) 102.08/102.16 => X106 = X105 ) )). 102.08/102.16 102.08/102.16 fof(sos_46,axiom,( 102.08/102.16 ! [X148,X149,X150] : 102.08/102.16 ( arboreal(X148) 102.08/102.16 <= min_precedes(X148,X149,X150) ) )). 102.08/102.16 102.08/102.16 %------------------------------------------- 102.08/102.17 % Proof found 102.08/102.17 % SZS status Theorem for theBenchmark 102.08/102.17 % SZS output start Proof 102.08/102.17 %ClaNum:179(EqnAxiom:75) 102.08/102.17 %VarNum:589(SingletonVarNum:240) 102.08/102.17 %MaxLitNum:8 102.08/102.17 %MaxfuncDepth:1 102.08/102.17 %SharedTerms:19 102.08/102.17 %goalClause: 81 155 156 102.08/102.17 %singleGoalClaCount:1 102.08/102.17 [76]P1(a1) 102.08/102.17 [77]P1(a24) 102.08/102.17 [78]P1(a2) 102.08/102.17 [79]P1(a25) 102.08/102.17 [80]P2(a3) 102.08/102.17 [81]P6(a4,a3) 102.08/102.17 [82]~E(a1,a24) 102.08/102.17 [83]~E(a1,a2) 102.08/102.17 [84]~E(a2,a24) 102.08/102.17 [85]~E(a1,a25) 102.08/102.17 [86]~E(a25,a24) 102.08/102.17 [87]~E(a25,a2) 102.08/102.17 [88]~P1(a3) 102.08/102.17 [89]~P7(x891)+P3(x891) 102.08/102.17 [91]~P2(x911)+P13(x911,x911) 102.08/102.17 [90]~P4(x901)+P2(f5(x901)) 102.08/102.17 [98]~P4(x981)+P6(x981,f5(x981)) 102.08/102.17 [105]~P6(x1051,a3)+P6(f11(x1051),a24) 102.08/102.17 [106]~P6(x1061,a3)+P6(f20(x1061),a25) 102.08/102.17 [107]~P6(x1071,a3)+P16(f11(x1071),x1071) 102.08/102.17 [136]~P6(x1361,a3)+P11(f11(x1361),f20(x1361),a3) 102.08/102.17 [137]~P6(x1371,a3)+P11(f20(x1371),f21(x1371),a3) 102.08/102.17 [92]P7(x921)+~P14(x922,x921) 102.08/102.17 [93]P7(x931)+~P15(x931,x932) 102.08/102.17 [94]P2(x941)+~P6(x942,x941) 102.08/102.17 [95]P4(x951)+~P6(x951,x952) 102.08/102.17 [96]P4(x961)+~P17(x962,x961) 102.08/102.17 [97]P4(x971)+~P17(x971,x972) 102.08/102.17 [102]~P14(x1021,x1022)+P8(x1021,x1022) 102.08/102.17 [103]~P16(x1031,x1032)+P17(x1031,x1032) 102.08/102.17 [104]~P9(x1041,x1042)+P17(x1041,x1042) 102.08/102.17 [110]~P8(x1102,x1101)+~P8(x1101,x1102) 102.08/102.17 [112]~P5(x1121,x1122)+P1(f12(x1121,x1122)) 102.08/102.17 [116]~P15(x1161,x1162)+P5(x1161,f17(x1162,x1161)) 102.08/102.17 [117]~P5(x1171,x1172)+P6(x1171,f12(x1171,x1172)) 102.08/102.17 [118]~P9(x1182,x1181)+P6(x1181,f13(x1182,x1181)) 102.08/102.17 [119]~P16(x1192,x1191)+P6(x1191,f14(x1192,x1191)) 102.08/102.17 [120]~P5(x1202,x1201)+P13(x1201,f12(x1202,x1201)) 102.08/102.17 [121]~P16(x1211,x1212)+P15(x1211,f14(x1211,x1212)) 102.08/102.17 [122]~P9(x1221,x1222)+P10(x1221,f13(x1221,x1222)) 102.08/102.17 [123]~P15(x1232,x1231)+P13(f17(x1231,x1232),x1231) 102.08/102.17 [139]P3(x1391)+~P11(x1391,x1392,x1393) 102.08/102.17 [140]P3(x1401)+~P12(x1402,x1401,x1403) 102.08/102.17 [141]P3(x1411)+~P12(x1411,x1412,x1413) 102.08/102.17 [142]~P1(x1421)+~P11(x1422,x1423,x1421) 102.08/102.17 [143]P14(x1431,x1432)+~P11(x1431,x1432,x1433) 102.08/102.17 [144]~P15(x1441,x1442)+~P11(x1443,x1441,x1442) 102.08/102.17 [145]~P10(x1451,x1452)+~P11(x1451,x1453,x1452) 102.08/102.17 [154]~P12(x1541,x1542,x1543)+P11(x1541,x1542,x1543) 102.08/102.17 [161]~P11(x1611,x1613,x1612)+P5(x1611,f8(x1612,x1611,x1613)) 102.08/102.17 [162]~P11(x1623,x1621,x1622)+P5(x1621,f9(x1622,x1623,x1621)) 102.08/102.17 [163]~P11(x1633,x1631,x1632)+P17(x1631,f19(x1632,x1633,x1631)) 102.08/102.17 [164]~P11(x1641,x1643,x1642)+P17(x1641,f19(x1642,x1641,x1643)) 102.08/102.17 [165]~P11(x1652,x1653,x1651)+P6(f19(x1651,x1652,x1653),x1651) 102.08/102.17 [166]~P11(x1662,x1663,x1661)+P13(f8(x1661,x1662,x1663),x1661) 102.08/102.17 [167]~P11(x1672,x1673,x1671)+P13(f9(x1671,x1672,x1673),x1671) 102.08/102.17 [168]~P11(x1681,x1682,x1683)+P15(f15(x1681,x1682,x1683),x1683) 102.08/102.17 [172]~P11(x1721,x1722,x1723)+P11(f15(x1721,x1722,x1723),x1722,x1723) 102.08/102.17 [113]~P6(x1131,a3)+P6(f21(x1131),a1)+P6(f21(x1131),a2) 102.08/102.17 [99]~P6(x992,x991)+P1(x991)+~P3(x992) 102.08/102.17 [100]~P8(x1001,x1002)+P7(x1001)+~P7(x1002) 102.08/102.17 [101]~P6(x1011,x1012)+P3(x1011)+~P1(x1012) 102.08/102.17 [108]~P7(x1082)+~P8(x1081,x1082)+P14(x1081,x1082) 102.08/102.17 [109]~P7(x1091)+~P5(x1091,x1092)+P15(x1091,x1092) 102.08/102.17 [125]~P15(x1252,x1251)+P1(x1251)+P17(x1252,f6(x1251,x1252)) 102.08/102.17 [126]~P10(x1262,x1261)+P1(x1261)+P9(x1262,f7(x1262,x1261)) 102.08/102.17 [127]~P10(x1272,x1271)+P1(x1271)+P6(f7(x1272,x1271),x1271) 102.08/102.17 [128]~P15(x1282,x1281)+P1(x1281)+P6(f6(x1281,x1282),x1281) 102.08/102.17 [129]~P6(x1292,x1291)+P1(x1291)+P15(f18(x1291,x1292),x1291) 102.08/102.17 [130]~P6(x1302,x1301)+P1(x1301)+P17(f18(x1301,x1302),x1302) 102.08/102.17 [146]~P15(x1461,x1462)+P10(x1461,x1462)+P11(x1461,f22(x1461,x1462),x1462) 102.08/102.17 [147]~P10(x1471,x1472)+P15(x1471,x1472)+P11(f23(x1471,x1472),x1471,x1472) 102.08/102.17 [111]~P6(x1113,x1111)+E(x1111,x1112)+~P6(x1113,x1112) 102.08/102.17 [114]~P8(x1143,x1142)+P8(x1141,x1142)+~P8(x1141,x1143) 102.08/102.17 [115]~P17(x1153,x1152)+P17(x1151,x1152)+~P17(x1151,x1153) 102.08/102.17 [159]P10(x1591,x1592)+~P11(x1593,x1591,x1592)+P11(x1591,f22(x1591,x1592),x1592) 102.08/102.17 [176]~P11(x1761,x1762,x1763)+P12(x1761,x1762,x1763)+P11(x1761,f16(x1761,x1762,x1763),x1763) 102.08/102.17 [177]~P11(x1771,x1772,x1773)+P12(x1771,x1772,x1773)+P11(f16(x1771,x1772,x1773),x1772,x1773) 102.08/102.17 [150]~P6(x1501,x1502)+~P11(x1504,x1503,x1502)+~P16(x1503,x1501) 102.08/102.17 [151]~P6(x1511,x1512)+~P11(x1513,x1514,x1512)+~P9(x1513,x1511) 102.08/102.17 [158]~P12(x1581,x1583,x1584)+E(x1581,x1582)+~P12(x1582,x1583,x1584) 102.08/102.17 [175]~P12(x1754,x1752,x1753)+~P11(x1751,x1752,x1753)+~P11(x1754,x1751,x1753) 102.08/102.17 [155]~P11(x1551,x1552,a3)+~P16(x1551,a4)+~P6(x1551,a24)+~P6(x1552,a1) 102.08/102.17 [156]~P11(x1561,x1562,a3)+~P16(x1561,a4)+~P6(x1561,a24)+~P6(x1562,a2) 102.08/102.17 [148]E(f21(x1481),x1482)+~P6(x1481,a3)+E(f20(x1481),x1482)+~P11(f11(x1481),x1482,a3) 102.08/102.17 [124]~P6(x1241,x1243)+~P13(x1242,x1243)+P5(x1241,x1242)+~P1(x1243) 102.08/102.17 [134]~P15(x1341,x1343)+~P17(x1341,x1342)+P16(x1341,x1342)+~P6(x1342,x1343) 102.08/102.17 [135]~P17(x1351,x1352)+~P10(x1351,x1353)+P9(x1351,x1352)+~P6(x1352,x1353) 102.08/102.17 [131]~P16(x1312,x1313)+~P16(x1311,x1313)+E(x1311,x1312)+~P6(x1313,x1314) 102.08/102.17 [157]~P11(x1571,x1574,x1573)+P17(x1571,x1572)+~P6(x1572,x1573)+~P17(x1574,x1572) 102.08/102.17 [173]~P14(x1731,x1732)+~P11(x1734,x1731,x1733)+P11(x1731,x1732,x1733)+~P11(x1734,x1732,x1733) 102.08/102.17 [174]~P14(x1741,x1742)+~P11(x1741,x1744,x1743)+P11(x1741,x1742,x1743)+~P11(x1742,x1744,x1743) 102.08/102.17 [133]P8(x1332,x1331)+P8(x1331,x1332)+~P8(x1331,x1333)+E(x1331,x1332)+~P8(x1332,x1333) 102.08/102.17 [132]~P9(x1322,x1324)+~P9(x1321,x1324)+E(x1321,x1322)+~P6(x1324,x1323)+P1(x1323) 102.08/102.17 [138]~P17(x1384,x1383)+P1(x1381)+P13(x1381,x1382)+~P6(x1383,x1382)+~P6(x1384,x1381) 102.08/102.17 [149]~P16(x1492,x1494)+~P9(x1491,x1494)+E(x1491,x1492)+P11(x1492,x1491,x1493)+~P6(x1494,x1493) 102.08/102.17 [178]~P6(x1782,x1784)+~P6(x1781,x1783)+~P13(x1783,x1784)+P17(x1781,x1782)+P17(f10(x1783,x1784,x1781,x1782),x1782) 102.08/102.17 [179]~P13(x1794,x1793)+P17(x1791,x1792)+~P6(x1792,x1793)+~P6(x1791,x1794)+~P17(f10(x1794,x1793,x1791,x1792),x1791) 102.08/102.17 [152]~P3(x1522)+~P17(x1522,x1524)+~P9(x1521,x1524)+E(x1521,x1522)+P11(x1522,x1521,x1523)+~P6(x1524,x1523) 102.08/102.17 [153]~P3(x1532)+~P16(x1531,x1534)+~P17(x1532,x1534)+E(x1531,x1532)+P11(x1531,x1532,x1533)+~P6(x1534,x1533) 102.08/102.17 [171]~P17(x1712,x1713)+~P17(x1711,x1713)+~P12(x1715,x1711,x1714)+E(x1711,x1712)+~P12(x1715,x1712,x1714)+~P6(x1713,x1714) 102.08/102.17 [169]~P17(x1691,x1694)+~P9(x1692,x1694)+~P11(x1695,x1691,x1693)+E(x1691,x1692)+P11(x1691,x1692,x1693)+~P6(x1694,x1693)+~P16(x1695,x1694) 102.08/102.17 [170]~P16(x1702,x1704)+~P17(x1701,x1704)+~P11(x1701,x1705,x1703)+E(x1701,x1702)+P11(x1702,x1701,x1703)+~P6(x1704,x1703)+~P9(x1705,x1704) 102.08/102.17 [160]P11(x1601,x1602,x1603)+~P3(x1602)+~P3(x1601)+~P17(x1602,x1604)+~P17(x1601,x1604)+E(x1601,x1602)+P11(x1602,x1601,x1603)+~P6(x1604,x1603) 102.08/102.17 %EqnAxiom 102.08/102.17 [1]E(x11,x11) 102.08/102.17 [2]E(x22,x21)+~E(x21,x22) 102.08/102.17 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) 102.08/102.17 [4]~E(x41,x42)+E(f5(x41),f5(x42)) 102.08/102.17 [5]~E(x51,x52)+E(f10(x51,x53,x54,x55),f10(x52,x53,x54,x55)) 102.08/102.17 [6]~E(x61,x62)+E(f10(x63,x61,x64,x65),f10(x63,x62,x64,x65)) 102.08/102.17 [7]~E(x71,x72)+E(f10(x73,x74,x71,x75),f10(x73,x74,x72,x75)) 102.08/102.17 [8]~E(x81,x82)+E(f10(x83,x84,x85,x81),f10(x83,x84,x85,x82)) 102.08/102.17 [9]~E(x91,x92)+E(f11(x91),f11(x92)) 102.08/102.17 [10]~E(x101,x102)+E(f20(x101),f20(x102)) 102.08/102.17 [11]~E(x111,x112)+E(f16(x111,x113,x114),f16(x112,x113,x114)) 102.08/102.17 [12]~E(x121,x122)+E(f16(x123,x121,x124),f16(x123,x122,x124)) 102.08/102.17 [13]~E(x131,x132)+E(f16(x133,x134,x131),f16(x133,x134,x132)) 102.08/102.17 [14]~E(x141,x142)+E(f12(x141,x143),f12(x142,x143)) 102.08/102.17 [15]~E(x151,x152)+E(f12(x153,x151),f12(x153,x152)) 102.08/102.17 [16]~E(x161,x162)+E(f21(x161),f21(x162)) 102.08/102.17 [17]~E(x171,x172)+E(f9(x171,x173,x174),f9(x172,x173,x174)) 102.08/102.17 [18]~E(x181,x182)+E(f9(x183,x181,x184),f9(x183,x182,x184)) 102.08/102.17 [19]~E(x191,x192)+E(f9(x193,x194,x191),f9(x193,x194,x192)) 102.08/102.17 [20]~E(x201,x202)+E(f17(x201,x203),f17(x202,x203)) 102.08/102.17 [21]~E(x211,x212)+E(f17(x213,x211),f17(x213,x212)) 102.08/102.17 [22]~E(x221,x222)+E(f19(x221,x223,x224),f19(x222,x223,x224)) 102.08/102.17 [23]~E(x231,x232)+E(f19(x233,x231,x234),f19(x233,x232,x234)) 102.08/102.17 [24]~E(x241,x242)+E(f19(x243,x244,x241),f19(x243,x244,x242)) 102.08/102.17 [25]~E(x251,x252)+E(f13(x251,x253),f13(x252,x253)) 102.08/102.17 [26]~E(x261,x262)+E(f13(x263,x261),f13(x263,x262)) 102.08/102.17 [27]~E(x271,x272)+E(f14(x271,x273),f14(x272,x273)) 102.08/102.17 [28]~E(x281,x282)+E(f14(x283,x281),f14(x283,x282)) 102.08/102.17 [29]~E(x291,x292)+E(f8(x291,x293,x294),f8(x292,x293,x294)) 102.08/102.17 [30]~E(x301,x302)+E(f8(x303,x301,x304),f8(x303,x302,x304)) 102.08/102.17 [31]~E(x311,x312)+E(f8(x313,x314,x311),f8(x313,x314,x312)) 102.08/102.17 [32]~E(x321,x322)+E(f15(x321,x323,x324),f15(x322,x323,x324)) 102.08/102.17 [33]~E(x331,x332)+E(f15(x333,x331,x334),f15(x333,x332,x334)) 102.08/102.17 [34]~E(x341,x342)+E(f15(x343,x344,x341),f15(x343,x344,x342)) 102.08/102.17 [35]~E(x351,x352)+E(f22(x351,x353),f22(x352,x353)) 102.08/102.17 [36]~E(x361,x362)+E(f22(x363,x361),f22(x363,x362)) 102.08/102.17 [37]~E(x371,x372)+E(f23(x371,x373),f23(x372,x373)) 102.08/102.17 [38]~E(x381,x382)+E(f23(x383,x381),f23(x383,x382)) 102.08/102.17 [39]~E(x391,x392)+E(f6(x391,x393),f6(x392,x393)) 102.08/102.17 [40]~E(x401,x402)+E(f6(x403,x401),f6(x403,x402)) 102.08/102.17 [41]~E(x411,x412)+E(f7(x411,x413),f7(x412,x413)) 102.08/102.17 [42]~E(x421,x422)+E(f7(x423,x421),f7(x423,x422)) 102.08/102.17 [43]~E(x431,x432)+E(f18(x431,x433),f18(x432,x433)) 102.08/102.17 [44]~E(x441,x442)+E(f18(x443,x441),f18(x443,x442)) 102.08/102.17 [45]~P1(x451)+P1(x452)+~E(x451,x452) 102.08/102.17 [46]P17(x462,x463)+~E(x461,x462)+~P17(x461,x463) 102.08/102.17 [47]P17(x473,x472)+~E(x471,x472)+~P17(x473,x471) 102.08/102.17 [48]P13(x482,x483)+~E(x481,x482)+~P13(x481,x483) 102.08/102.17 [49]P13(x493,x492)+~E(x491,x492)+~P13(x493,x491) 102.08/102.17 [50]P6(x502,x503)+~E(x501,x502)+~P6(x501,x503) 102.08/102.17 [51]P6(x513,x512)+~E(x511,x512)+~P6(x513,x511) 102.08/102.17 [52]~P2(x521)+P2(x522)+~E(x521,x522) 102.08/102.17 [53]P11(x532,x533,x534)+~E(x531,x532)+~P11(x531,x533,x534) 102.08/102.17 [54]P11(x543,x542,x544)+~E(x541,x542)+~P11(x543,x541,x544) 102.08/102.17 [55]P11(x553,x554,x552)+~E(x551,x552)+~P11(x553,x554,x551) 102.08/102.17 [56]P9(x562,x563)+~E(x561,x562)+~P9(x561,x563) 102.08/102.17 [57]P9(x573,x572)+~E(x571,x572)+~P9(x573,x571) 102.08/102.17 [58]~P3(x581)+P3(x582)+~E(x581,x582) 102.08/102.17 [59]~P7(x591)+P7(x592)+~E(x591,x592) 102.08/102.17 [60]P16(x602,x603)+~E(x601,x602)+~P16(x601,x603) 102.08/102.17 [61]P16(x613,x612)+~E(x611,x612)+~P16(x613,x611) 102.08/102.17 [62]~P4(x621)+P4(x622)+~E(x621,x622) 102.08/102.17 [63]P15(x632,x633)+~E(x631,x632)+~P15(x631,x633) 102.08/102.17 [64]P15(x643,x642)+~E(x641,x642)+~P15(x643,x641) 102.08/102.17 [65]P8(x652,x653)+~E(x651,x652)+~P8(x651,x653) 102.08/102.17 [66]P8(x663,x662)+~E(x661,x662)+~P8(x663,x661) 102.08/102.17 [67]P12(x672,x673,x674)+~E(x671,x672)+~P12(x671,x673,x674) 102.08/102.17 [68]P12(x683,x682,x684)+~E(x681,x682)+~P12(x683,x681,x684) 102.08/102.17 [69]P12(x693,x694,x692)+~E(x691,x692)+~P12(x693,x694,x691) 102.08/102.17 [70]P14(x702,x703)+~E(x701,x702)+~P14(x701,x703) 102.08/102.17 [71]P14(x713,x712)+~E(x711,x712)+~P14(x713,x711) 102.08/102.17 [72]P5(x722,x723)+~E(x721,x722)+~P5(x721,x723) 102.08/102.17 [73]P5(x733,x732)+~E(x731,x732)+~P5(x733,x731) 102.08/102.17 [74]P10(x742,x743)+~E(x741,x742)+~P10(x741,x743) 102.08/102.17 [75]P10(x753,x752)+~E(x751,x752)+~P10(x753,x751) 102.08/102.17 102.08/102.17 %------------------------------------------- 102.08/102.17 cnf(182,plain, 102.08/102.17 (~P3(a4)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99])). 102.08/102.17 cnf(184,plain, 102.08/102.17 (~P6(a4,a1)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101])). 102.08/102.17 cnf(189,plain, 102.08/102.17 (~P7(a4)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101,51,154,89])). 102.08/102.17 cnf(191,plain, 102.08/102.17 (~P15(a4,x1911)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101,51,154,89,93])). 102.08/102.17 cnf(195,plain, 102.08/102.17 (~P11(a4,x1951,x1952)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101,51,154,89,93,121,139])). 102.08/102.17 cnf(201,plain, 102.08/102.17 (~P14(x2011,a4)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101,51,154,89,93,121,139,140,141,92])). 102.08/102.17 cnf(205,plain, 102.08/102.17 (~P11(x2051,a4,x2052)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101,51,154,89,93,121,139,140,141,92,146,143])). 102.08/102.17 cnf(209,plain, 102.08/102.17 (P6(x2091,a3)+~E(a4,x2091)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101,51,154,89,93,121,139,140,141,92,146,143,147,50])). 102.08/102.17 cnf(210,plain, 102.08/102.17 (~P7(x2101)+~P8(a4,x2101)), 102.08/102.17 inference(scs_inference,[],[81,76,88,142,99,101,51,154,89,93,121,139,140,141,92,146,143,147,50,100])). 102.08/102.17 cnf(215,plain, 102.08/102.17 (~P11(x2151,x2152,a24)), 102.08/102.17 inference(scs_inference,[],[77,142])). 102.08/102.17 cnf(217,plain, 102.08/102.17 (~P6(a4,a24)), 102.08/102.17 inference(scs_inference,[],[182,77,142,101])). 102.08/102.17 cnf(235,plain, 102.08/102.17 (~P6(a4,a2)), 102.08/102.17 inference(scs_inference,[],[182,78,142,154,101])). 102.08/102.17 cnf(246,plain, 102.08/102.17 (~P11(x2461,x2462,a25)), 102.08/102.17 inference(scs_inference,[],[79,142])). 102.08/102.17 cnf(250,plain, 102.08/102.17 (~P6(a4,a25)), 102.08/102.17 inference(scs_inference,[],[182,79,142,154,101])). 102.08/102.17 cnf(260,plain, 102.08/102.17 (~E(a3,a25)), 102.08/102.17 inference(scs_inference,[],[81,250,51])). 102.08/102.17 cnf(348,plain, 102.08/102.17 (P13(a3,a3)), 102.08/102.17 inference(scs_inference,[],[81,94,91])). 102.08/102.17 cnf(349,plain, 102.08/102.17 (P13(x3491,a3)+~E(a3,x3491)), 102.08/102.17 inference(scs_inference,[],[348,48])). 102.08/102.17 cnf(350,plain, 102.08/102.17 (P13(a3,x3501)+~E(a3,x3501)), 102.08/102.17 inference(scs_inference,[],[348,48,49])). 102.08/102.17 cnf(352,plain, 102.08/102.17 (~P17(x3521,a4)+~P11(x3522,x3521,a3)+P17(x3522,a4)), 102.08/102.17 inference(scs_inference,[],[81,215,348,157])). 102.08/102.17 cnf(369,plain, 102.08/102.17 (~P17(x3691,x3692)+P6(x3692,f5(x3692))), 102.08/102.17 inference(scs_inference,[],[96,98])). 102.08/102.17 cnf(385,plain, 102.08/102.17 (~P17(x3851,x3852)+P2(f5(x3851))), 102.08/102.17 inference(scs_inference,[],[97,90])). 102.08/102.17 cnf(401,plain, 102.08/102.17 (~P14(x4011,x4012)+~P8(a4,x4012)), 102.08/102.17 inference(scs_inference,[],[210,92])). 102.08/102.17 cnf(433,plain, 102.08/102.17 (~P8(x4331,x4332)+~P14(x4332,x4331)), 102.08/102.17 inference(scs_inference,[],[102,110])). 102.08/102.17 cnf(449,plain, 102.08/102.17 (P6(x4491,f5(x4491))+~P16(x4492,x4491)), 102.08/102.17 inference(scs_inference,[],[103,369])). 102.08/102.17 cnf(872,plain, 102.08/102.17 (~P11(x8721,x8722,x8723)+~P8(a4,x8722)), 102.08/102.17 inference(scs_inference,[],[401,143])). 102.08/102.17 cnf(888,plain, 102.08/102.17 (~P8(x8881,x8882)+~P11(x8882,x8881,x8883)), 102.08/102.17 inference(scs_inference,[],[433,143])). 102.08/102.17 cnf(920,plain, 102.08/102.17 (~P11(x9201,x9202,a3)+P6(f11(f19(a3,x9201,x9202)),a24)), 102.08/102.17 inference(scs_inference,[],[105,165])). 102.08/102.17 cnf(936,plain, 102.08/102.17 (~E(a4,x9361)+P6(f20(x9361),a25)), 102.08/102.17 inference(scs_inference,[],[106,209])). 102.08/102.17 cnf(937,plain, 102.08/102.17 (P6(f20(a4),a25)), 102.08/102.17 inference(equality_inference,[],[936])). 102.08/102.17 cnf(959,plain, 102.08/102.17 (P6(a4,f14(f11(a4),a4))), 102.08/102.17 inference(scs_inference,[],[81,107,119])). 102.08/102.17 cnf(960,plain, 102.08/102.17 (~E(f14(f11(a4),a4),a1)), 102.08/102.17 inference(scs_inference,[],[184,959,51])). 102.08/102.17 cnf(962,plain, 102.08/102.17 (E(a3,f14(f11(a4),a4))), 102.08/102.17 inference(scs_inference,[],[81,184,959,51,50,111])). 102.08/102.17 cnf(969,plain, 102.08/102.17 (P13(a3,f14(f11(a4),a4))), 102.08/102.17 inference(scs_inference,[],[962,349,350])). 102.08/102.17 cnf(970,plain, 102.08/102.17 (E(f14(f11(a4),a4),a3)), 102.08/102.17 inference(scs_inference,[],[962,349,350,2])). 102.08/102.17 cnf(971,plain, 102.08/102.17 (~P1(f14(f11(a4),a4))), 102.08/102.17 inference(scs_inference,[],[962,88,349,350,2,45])). 102.08/102.17 cnf(973,plain, 102.08/102.17 (~E(f14(f11(a4),a4),a24)), 102.08/102.17 inference(scs_inference,[],[80,962,217,88,959,349,350,2,45,52,51])). 102.08/102.17 cnf(994,plain, 102.08/102.17 (~E(f14(f11(a4),a4),a2)), 102.08/102.17 inference(scs_inference,[],[235,959,51])). 102.08/102.17 cnf(1101,plain, 102.08/102.17 (~P15(x11011,x11012)+P1(f12(x11011,f17(x11012,x11011)))), 102.08/102.17 inference(scs_inference,[],[112,116])). 102.08/102.17 cnf(1117,plain, 102.08/102.17 (~P11(x11171,f18(a3,a4),a3)), 102.08/102.17 inference(scs_inference,[],[88,81,144,129])). 102.08/102.17 cnf(1118,plain, 102.08/102.17 (~P12(x11181,f18(a3,a4),a3)), 102.08/102.17 inference(scs_inference,[],[1117,154])). 102.08/102.17 cnf(1158,plain, 102.08/102.17 (~P8(a4,f20(a4))), 102.08/102.17 inference(scs_inference,[],[81,872,136])). 102.08/102.17 cnf(1159,plain, 102.08/102.17 (~P14(a4,f20(a4))), 102.08/102.17 inference(scs_inference,[],[1158,102])). 102.08/102.17 cnf(1176,plain, 102.08/102.17 (~P11(x11761,x11762,x11763)+~P14(x11762,x11761)), 102.08/102.17 inference(scs_inference,[],[888,102])). 102.08/102.17 cnf(1382,plain, 102.08/102.17 (~P11(x13821,x13822,x13823)+~P11(x13822,x13821,x13824)), 102.08/102.17 inference(scs_inference,[],[1176,143])). 102.08/102.17 cnf(1398,plain, 102.08/102.17 (E(f5(f14(f11(a4),a4)),f5(a3))), 102.08/102.17 inference(scs_inference,[],[962,4,2])). 102.08/102.17 cnf(1462,plain, 102.08/102.17 (~P15(x14621,x14622)+P6(x14621,f12(x14621,f17(x14622,x14621)))), 102.08/102.17 inference(scs_inference,[],[117,116])). 102.08/102.17 cnf(1494,plain, 102.08/102.17 (~P11(x14941,x14942,x14943)+P13(f8(x14943,x14941,x14942),f12(x14941,f8(x14943,x14941,x14942)))), 102.08/102.17 inference(scs_inference,[],[120,161])). 102.08/102.17 cnf(1997,plain, 102.08/102.17 (~P11(f20(a4),f11(a4),x19971)), 102.08/102.17 inference(scs_inference,[],[81,1382,136])). 102.08/102.17 cnf(2250,plain, 102.08/102.17 (~P11(x22501,x22502,a3)+P11(f20(f19(a3,x22501,x22502)),f21(f19(a3,x22501,x22502)),a3)), 102.08/102.17 inference(scs_inference,[],[137,165])). 102.08/102.17 cnf(2493,plain, 102.08/102.17 (~P15(x24931,x24932)+~P11(x24933,x24934,f12(x24931,f17(x24932,x24931)))), 102.08/102.17 inference(scs_inference,[],[1101,142])). 102.08/102.17 cnf(3292,plain, 102.08/102.17 (P5(f20(a4),f9(a3,f11(a4),f20(a4)))), 102.08/102.17 inference(scs_inference,[],[81,162,136])). 102.08/102.17 cnf(3294,plain, 102.08/102.17 (P5(f20(a4),x32941)+~E(f9(a3,f11(a4),f20(a4)),x32941)), 102.08/102.17 inference(scs_inference,[],[3292,72,73])). 102.08/102.17 cnf(3296,plain, 102.08/102.17 (~P11(f18(a3,a4),x32961,a3)+~P14(x32962,f18(a3,a4))+~P11(x32962,x32961,a3)), 102.08/102.17 inference(scs_inference,[],[1117,3292,174])). 102.08/102.17 cnf(3313,plain, 102.08/102.17 (P17(f20(a4),f19(a3,f20(a4),f21(a4)))), 102.08/102.17 inference(scs_inference,[],[81,164,137])). 102.08/102.17 cnf(3326,plain, 102.08/102.17 (P17(f20(a4),x33261)+~E(f19(a3,f20(a4),f21(a4)),x33261)), 102.08/102.17 inference(scs_inference,[],[3313,47])). 102.08/102.17 cnf(3418,plain, 102.08/102.17 (P15(f15(f11(a4),f20(a4),a3),a3)), 102.08/102.17 inference(scs_inference,[],[81,168,136])). 102.08/102.17 cnf(3419,plain, 102.08/102.17 (~P11(x34191,f15(f11(a4),f20(a4),a3),a3)), 102.08/102.17 inference(scs_inference,[],[3418,144])). 102.08/102.17 cnf(3423,plain, 102.08/102.17 (~E(f15(f11(a4),f20(a4),a3),a4)), 102.08/102.17 inference(scs_inference,[],[191,3418,144,154,63])). 102.08/102.17 cnf(4032,plain, 102.08/102.17 (~P6(x40321,a24)+~E(x40321,a4)), 102.08/102.17 inference(scs_inference,[],[217,50])). 102.08/102.17 cnf(4047,plain, 102.08/102.17 (P7(f15(f11(a4),f20(a4),a3))), 102.08/102.17 inference(scs_inference,[],[3418,93])). 102.08/102.17 cnf(4049,plain, 102.08/102.17 (~P8(a4,f15(f11(a4),f20(a4),a3))), 102.08/102.17 inference(scs_inference,[],[189,3418,93,100])). 102.08/102.17 cnf(4052,plain, 102.08/102.17 (~P14(a4,f15(f11(a4),f20(a4),a3))), 102.08/102.17 inference(scs_inference,[],[4049,102])). 102.08/102.17 cnf(4064,plain, 102.08/102.17 (~E(f21(a4),f20(a4))+P6(f21(a4),a2)), 102.08/102.17 inference(scs_inference,[],[81,937,85,111,51,50,113])). 102.08/102.17 cnf(4071,plain, 102.08/102.17 (~E(f21(a4),f20(a4))), 102.08/102.17 inference(scs_inference,[],[937,87,111,50,4064])). 102.08/102.17 cnf(4076,plain, 102.08/102.17 (~P6(f20(a4),a24)), 102.08/102.17 inference(scs_inference,[],[937,86,111])). 102.08/102.17 cnf(4078,plain, 102.08/102.17 (~P6(x40781,a24)+~E(x40781,f20(a4))), 102.08/102.17 inference(scs_inference,[],[937,86,111,50])). 102.08/102.17 cnf(4079,plain, 102.08/102.17 (~E(f11(f19(a3,x40791,x40792)),f20(a4))+~P11(x40791,x40792,a3)), 102.08/102.17 inference(scs_inference,[],[937,86,111,50,920])). 102.08/102.17 cnf(4108,plain, 102.08/102.17 (~P6(x41081,a24)+~P6(x41081,a2)), 102.08/102.17 inference(scs_inference,[],[994,962,260,84,2,3,111])). 102.08/102.17 cnf(4114,plain, 102.08/102.17 (~E(a1,f14(f11(a4),a4))), 102.08/102.17 inference(scs_inference,[],[960,2])). 102.08/102.17 cnf(4125,plain, 102.08/102.17 (P13(a25,a25)), 102.08/102.17 inference(scs_inference,[],[973,962,937,4114,2,3,94,91])). 102.08/102.17 cnf(4127,plain, 102.08/102.17 (~P11(x41271,x41272,a3)+~E(x41272,f18(a3,a4))), 102.08/102.17 inference(scs_inference,[],[973,962,937,1117,4114,2,3,94,91,54])). 102.08/102.17 cnf(4149,plain, 102.08/102.17 (~E(f20(a4),f21(a4))), 102.08/102.17 inference(scs_inference,[],[4071,2])). 102.08/102.17 cnf(4153,plain, 102.08/102.17 (~P11(x41531,x41532,x41533)+~E(x41532,a4)), 102.08/102.17 inference(scs_inference,[],[960,4071,205,1159,2,158,71,54])). 102.08/102.17 cnf(4166,plain, 102.08/102.17 (~P11(f20(a4),x41661,x41662)+~E(x41661,f11(a4))), 102.08/102.17 inference(scs_inference,[],[973,87,1997,201,2,158,71,54])). 102.08/102.17 cnf(4167,plain, 102.08/102.17 (~P6(x41671,a24)+~P6(x41671,a1)), 102.08/102.17 inference(scs_inference,[],[973,87,82,1997,201,2,158,71,54,111])). 102.08/102.17 cnf(4170,plain, 102.08/102.17 (~P12(x41701,x41702,a3)+~E(x41702,f18(a3,a4))), 102.08/102.17 inference(scs_inference,[],[973,1118,87,82,1997,201,4052,2,158,71,54,111,70,68])). 102.08/102.17 cnf(4175,plain, 102.08/102.17 (~E(a24,a25)), 102.08/102.17 inference(scs_inference,[],[86,2])). 102.08/102.17 cnf(4199,plain, 102.08/102.17 (~E(a4,f15(f11(a4),f20(a4),a3))), 102.08/102.18 inference(scs_inference,[],[3423,2])). 102.08/102.18 cnf(4229,plain, 102.08/102.18 (~P6(f21(a4),a24)+P6(f21(a4),a1)), 102.08/102.18 inference(scs_inference,[],[81,4108,113])). 102.08/102.18 cnf(4262,plain, 102.08/102.18 (~P11(x42621,x42622,a3)+~E(x42622,f15(f11(a4),f20(a4),a3))), 102.08/102.18 inference(scs_inference,[],[3419,4052,71,54])). 102.08/102.18 cnf(4313,plain, 102.08/102.18 (~P6(f21(a4),a24)), 102.08/102.18 inference(scs_inference,[],[4167,4229])). 102.08/102.18 cnf(4324,plain, 102.08/102.18 (~P17(f21(a4),x43241)+~E(f5(f21(a4)),a24)), 102.08/102.18 inference(scs_inference,[],[4313,51,98,369,3326,449,104,97])). 102.08/102.18 cnf(4352,plain, 102.08/102.18 (~E(f11(f19(a3,x43521,x43522)),f21(a4))+~P11(x43521,x43522,a3)), 102.08/102.18 inference(scs_inference,[],[4313,50,920])). 102.08/102.18 cnf(4364,plain, 102.08/102.18 (~E(x43641,f11(a4))+~E(a4,f15(x43641,f20(a4),a3))), 102.08/102.18 inference(scs_inference,[],[4199,3,32])). 102.08/102.18 cnf(4420,plain, 102.08/102.18 (P2(f5(f20(a4)))), 102.08/102.18 inference(scs_inference,[],[3313,385])). 102.08/102.18 cnf(4793,plain, 102.08/102.18 (~P15(x47931,x47932)+~E(x47931,a4)), 102.08/102.18 inference(scs_inference,[],[191,63])). 102.08/102.18 cnf(4794,plain, 102.08/102.18 (~P11(x47941,x47942,x47943)+~E(f15(x47941,x47942,x47943),a4)), 102.08/102.18 inference(scs_inference,[],[191,63,168])). 102.08/102.18 cnf(4842,plain, 102.08/102.18 (P16(f11(a4),a4)), 102.08/102.18 inference(scs_inference,[],[81,107])). 102.08/102.18 cnf(4844,plain, 102.08/102.18 (P11(f20(a4),f21(a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,107,137])). 102.08/102.18 cnf(4846,plain, 102.08/102.18 (~E(f21(a4),f11(a4))), 102.08/102.18 inference(scs_inference,[],[81,107,137,4166])). 102.08/102.18 cnf(4847,plain, 102.08/102.18 (~P15(f21(a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,107,137,4166,144])). 102.08/102.18 cnf(4849,plain, 102.08/102.18 (P6(a4,f5(a4))), 102.08/102.18 inference(scs_inference,[],[81,107,137,4166,144,449])). 102.08/102.18 cnf(4851,plain, 102.08/102.18 (P11(f11(a4),f20(a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,107,137,4166,144,449,136])). 102.08/102.18 cnf(4855,plain, 102.08/102.18 (P6(f11(a4),a24)), 102.08/102.18 inference(scs_inference,[],[81,107,137,4166,144,449,136,143,105])). 102.08/102.18 cnf(4859,plain, 102.08/102.18 (P3(f20(a4))), 102.08/102.18 inference(scs_inference,[],[81,107,137,4166,144,449,136,143,105,95,139])). 102.08/102.18 cnf(4863,plain, 102.08/102.18 (~P16(f21(a4),a4)), 102.08/102.18 inference(scs_inference,[],[81,107,137,4166,144,449,136,143,105,95,139,92,150])). 102.08/102.18 cnf(4869,plain, 102.08/102.18 (P15(f18(a3,a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,88,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129])). 102.08/102.18 cnf(4871,plain, 102.08/102.18 (P3(f11(a4))), 102.08/102.18 inference(scs_inference,[],[81,77,88,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101])). 102.08/102.18 cnf(4879,plain, 102.08/102.18 (~P5(f21(a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,77,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109])). 102.08/102.18 cnf(4882,plain, 102.08/102.18 (~E(f11(a4),f20(a4))), 102.08/102.18 inference(scs_inference,[],[81,4076,250,77,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50])). 102.08/102.18 cnf(4883,plain, 102.08/102.18 (P5(f20(a4),a25)), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124])). 102.08/102.18 cnf(4885,plain, 102.08/102.18 (P16(f18(a3,a4),a4)), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134])). 102.08/102.18 cnf(4887,plain, 102.08/102.18 (P17(f11(a4),a4)), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103])). 102.08/102.18 cnf(4889,plain, 102.08/102.18 (~P10(f20(a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145])). 102.08/102.18 cnf(4891,plain, 102.08/102.18 (~P8(f21(a4),f20(a4))), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888])). 102.08/102.18 cnf(4895,plain, 102.08/102.18 (~P11(f21(a4),f20(a4),x48951)), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888,1176,1382])). 102.08/102.18 cnf(4897,plain, 102.08/102.18 (~P6(f11(a4),a2)), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888,1176,1382,4108])). 102.08/102.18 cnf(4901,plain, 102.08/102.18 (P8(f20(a4),f21(a4))), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888,1176,1382,4108,4167,102])). 102.08/102.18 cnf(4903,plain, 102.08/102.18 (P4(f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888,1176,1382,4108,4167,102,97])). 102.08/102.18 cnf(4905,plain, 102.08/102.18 (P3(f21(a4))), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888,1176,1382,4108,4167,102,97,89])). 102.08/102.18 cnf(4907,plain, 102.08/102.18 (~P8(a4,x49071)+~P8(x49071,f20(a4))), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,1158,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888,1176,1382,4108,4167,102,97,89,114])). 102.08/102.18 cnf(4909,plain, 102.08/102.18 (~P12(f11(a4),f21(a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,4076,250,4125,79,77,1158,937,182,189,88,191,107,137,4166,144,449,136,143,105,95,139,92,150,151,130,129,101,100,59,58,63,109,51,50,124,134,103,145,888,1176,1382,4108,4167,102,97,89,114,175])). 102.08/102.18 cnf(4914,plain, 102.08/102.18 (~P10(f11(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4851,145])). 102.08/102.18 cnf(4920,plain, 102.08/102.18 (~P15(f20(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4851,145,888,1176,144])). 102.08/102.18 cnf(4922,plain, 102.08/102.18 (P14(f11(a4),f20(a4))), 102.08/102.18 inference(scs_inference,[],[4851,145,888,1176,144,143])). 102.08/102.18 cnf(4926,plain, 102.08/102.18 (P4(f20(a4))), 102.08/102.18 inference(scs_inference,[],[4851,4887,937,145,888,1176,144,143,97,95])). 102.08/102.18 cnf(4928,plain, 102.08/102.18 (P7(f20(a4))), 102.08/102.18 inference(scs_inference,[],[4851,4887,937,145,888,1176,144,143,97,95,92])). 102.08/102.18 cnf(4936,plain, 102.08/102.18 (~P1(f5(a4))), 102.08/102.18 inference(scs_inference,[],[81,4849,4895,4851,4887,937,182,145,888,1176,144,143,97,95,92,53,150,151,101])). 102.08/102.18 cnf(4938,plain, 102.08/102.18 (P15(f20(a4),a25)), 102.08/102.18 inference(scs_inference,[],[81,4849,4895,4851,4883,4887,937,182,145,888,1176,144,143,97,95,92,53,150,151,101,109])). 102.08/102.18 cnf(4941,plain, 102.08/102.18 (P8(f11(a4),f20(a4))), 102.08/102.18 inference(scs_inference,[],[81,4863,4849,4885,4895,4851,4883,4887,937,182,145,888,1176,144,143,97,95,92,53,150,151,101,109,60,102])). 102.08/102.18 cnf(4950,plain, 102.08/102.18 (P7(f11(a4))), 102.08/102.18 inference(scs_inference,[],[81,4863,4844,4849,4891,4885,4895,4851,4883,4887,246,937,182,145,888,1176,144,143,97,95,92,53,150,151,101,109,60,102,114,352,146,100])). 102.08/102.18 cnf(4960,plain, 102.08/102.18 (~P8(a4,f11(a4))), 102.08/102.18 inference(scs_inference,[],[4941,4907])). 102.08/102.18 cnf(4962,plain, 102.08/102.18 (~P11(x49621,f11(a4),f5(a4))), 102.08/102.18 inference(scs_inference,[],[4941,4849,4842,4907,150])). 102.08/102.18 cnf(4967,plain, 102.08/102.18 (~P12(x49671,f21(a4),a3)+~E(x49671,f11(a4))), 102.08/102.18 inference(scs_inference,[],[4936,4941,4909,4849,4842,4887,78,4907,150,45,352,67])). 102.08/102.18 cnf(4972,plain, 102.08/102.18 (E(f18(a3,a4),f11(a4))), 102.08/102.18 inference(scs_inference,[],[4960,4962,4871,4936,4885,4849,4887,79,45,114,153])). 102.08/102.18 cnf(4975,plain, 102.08/102.18 (E(f11(a4),f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[4960,4962,4871,4936,4885,4849,4887,79,45,114,153,2])). 102.08/102.18 cnf(4978,plain, 102.08/102.18 (~P11(x49781,f11(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4975,4127])). 102.08/102.18 cnf(4979,plain, 102.08/102.18 (~P12(x49791,f11(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4975,4127,4170])). 102.08/102.18 cnf(4980,plain, 102.08/102.18 (~P12(f18(a3,a4),f21(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4972,4975,4127,4170,4967])). 102.08/102.18 cnf(4982,plain, 102.08/102.18 (~P10(f18(a3,a4),a3)), 102.08/102.18 inference(scs_inference,[],[4914,4972,4975,4941,4127,4170,4967,65,74])). 102.08/102.18 cnf(4983,plain, 102.08/102.18 (P7(f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[4914,4972,4975,4928,4941,4127,4170,4967,65,74,100])). 102.08/102.18 cnf(4987,plain, 102.08/102.18 (P15(f11(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4914,4972,4975,4869,4928,4922,4941,4936,77,4127,4170,4967,65,74,100,45,70,63])). 102.08/102.18 cnf(4989,plain, 102.08/102.18 (~P14(f11(a4),f11(a4))), 102.08/102.18 inference(scs_inference,[],[4897,4914,4972,4975,4869,4928,4922,4941,4936,77,4851,4127,4170,4967,65,74,100,45,70,63,50,174])). 102.08/102.18 cnf(4991,plain, 102.08/102.18 (~P8(f20(a4),f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[4897,4914,4972,4975,4869,4928,4922,4941,4936,77,4851,4127,4170,4967,65,74,100,45,70,63,50,174,110])). 102.08/102.18 cnf(4995,plain, 102.08/102.18 (~P8(a4,f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[4897,4914,4972,4975,4869,4928,4922,4941,4936,77,4851,4127,4170,4967,65,74,100,45,70,63,50,174,110,433,210])). 102.08/102.18 cnf(4997,plain, 102.08/102.18 (P3(f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[4897,4914,4972,4975,4869,4928,4922,4941,4936,77,4851,4127,4170,4967,65,74,100,45,70,63,50,174,110,433,210,89])). 102.08/102.18 cnf(5012,plain, 102.08/102.18 (~E(f21(a4),f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[4991,4901,66])). 102.08/102.18 cnf(5014,plain, 102.08/102.18 (P6(f18(a3,a4),a24)), 102.08/102.18 inference(scs_inference,[],[4989,4991,4901,4855,4922,4975,66,71,50])). 102.08/102.18 cnf(5029,plain, 102.08/102.18 (~P5(f18(a3,a4),x50291)+P5(f11(a4),x50291)), 102.08/102.18 inference(scs_inference,[],[4972,72])). 102.08/102.18 cnf(5043,plain, 102.08/102.18 (~P5(f21(a4),x50431)+~E(x50431,a3)), 102.08/102.18 inference(scs_inference,[],[4879,73])). 102.08/102.18 cnf(5057,plain, 102.08/102.18 (P15(f18(a3,a4),x50571)+~P5(f18(a3,a4),x50571)), 102.08/102.18 inference(scs_inference,[],[4983,109])). 102.08/102.18 cnf(5070,plain, 102.08/102.18 (P5(f18(a3,a4),x50701)+~P13(x50701,a24)), 102.08/102.18 inference(scs_inference,[],[5014,77,124])). 102.08/102.18 cnf(5083,plain, 102.08/102.18 (P15(f11(a4),x50831)+~P5(f11(a4),x50831)), 102.08/102.18 inference(scs_inference,[],[4950,109])). 102.08/102.18 cnf(5097,plain, 102.08/102.18 (P5(f11(a4),x50971)+~P13(x50971,a24)), 102.08/102.18 inference(scs_inference,[],[4855,77,124])). 102.08/102.18 cnf(5099,plain, 102.08/102.18 (P5(f11(a4),a24)+~P2(a24)), 102.08/102.18 inference(scs_inference,[],[4855,77,124,91])). 102.08/102.18 cnf(5102,plain, 102.08/102.18 (~P6(f21(a4),a2)+~P13(a3,a2)), 102.08/102.18 inference(scs_inference,[],[4879,78,124])). 102.08/102.18 cnf(5204,plain, 102.08/102.18 (P6(f21(a4),a2)+P6(f21(a4),a1)), 102.08/102.18 inference(scs_inference,[],[4855,4849,4936,81,138,113])). 102.08/102.18 cnf(5229,plain, 102.08/102.18 (~P15(f21(a4),x52291)+~E(x52291,a3)), 102.08/102.18 inference(scs_inference,[],[4847,4846,4871,5014,215,153,64])). 102.08/102.18 cnf(5231,plain, 102.08/102.18 (~P12(f18(a3,a4),f21(a4),x52311)+~E(x52311,a3)), 102.08/102.18 inference(scs_inference,[],[4980,69])). 102.08/102.18 cnf(5237,plain, 102.08/102.18 (~P11(x52371,f11(a4),x52372)+~E(x52372,a3)), 102.08/102.18 inference(scs_inference,[],[4995,4978,114,55])). 102.08/102.18 cnf(5253,plain, 102.08/102.18 (~P12(x52531,f11(a4),x52532)+~E(x52532,a3)), 102.08/102.18 inference(scs_inference,[],[4979,69])). 102.08/102.18 cnf(5275,plain, 102.08/102.18 (~P12(f11(a4),f21(a4),x52751)+~E(x52751,a3)), 102.08/102.18 inference(scs_inference,[],[4909,69])). 102.08/102.18 cnf(5300,plain, 102.08/102.18 (~P11(x53001,f18(a3,a4),x53002)+~E(x53002,a3)), 102.08/102.18 inference(scs_inference,[],[1117,55])). 102.08/102.18 cnf(5318,plain, 102.08/102.18 (~P12(x53181,f18(a3,a4),x53182)+~E(x53182,a3)), 102.08/102.18 inference(scs_inference,[],[1118,69])). 102.08/102.18 cnf(5368,plain, 102.08/102.18 (~P11(f18(a3,a4),x53681,a3)+~P6(x53681,a1)), 102.08/102.18 inference(scs_inference,[],[4882,4859,1997,5014,4885,152,155])). 102.08/102.18 cnf(5374,plain, 102.08/102.18 (~P11(f18(a3,a4),x53741,a3)+~P6(x53741,a2)), 102.08/102.18 inference(scs_inference,[],[5014,4885,156])). 102.08/102.18 cnf(5576,plain, 102.08/102.18 (~P2(a24)+P1(f12(f11(a4),a24))), 102.08/102.18 inference(scs_inference,[],[5099,112])). 102.08/102.18 cnf(5920,plain, 102.08/102.18 (~P13(x59201,a24)+P6(f11(a4),f12(f11(a4),x59201))), 102.08/102.18 inference(scs_inference,[],[5097,117])). 102.08/102.18 cnf(5958,plain, 102.08/102.18 (~P13(a3,a2)+P6(f21(a4),a1)), 102.08/102.18 inference(scs_inference,[],[5102,5204])). 102.08/102.18 cnf(6153,plain, 102.08/102.18 (P2(a24)), 102.08/102.18 inference(scs_inference,[],[4855,94])). 102.08/102.18 cnf(6156,plain, 102.08/102.18 (P5(f11(a4),a24)), 102.08/102.18 inference(scs_inference,[],[6153,5099])). 102.08/102.18 cnf(6157,plain, 102.08/102.18 (P1(f12(f11(a4),a24))), 102.08/102.18 inference(scs_inference,[],[6153,5576])). 102.08/102.18 cnf(6158,plain, 102.08/102.18 (P13(a24,a24)), 102.08/102.18 inference(scs_inference,[],[6153,91])). 102.08/102.18 cnf(6160,plain, 102.08/102.18 (P5(f18(a3,a4),a24)), 102.08/102.18 inference(scs_inference,[],[6153,77,5014,91,124])). 102.08/102.18 cnf(6183,plain, 102.08/102.18 (P15(f11(a4),a24)), 102.08/102.18 inference(scs_inference,[],[6156,5014,4078,5083])). 102.08/102.18 cnf(6871,plain, 102.08/102.18 (P1(f12(f18(a3,a4),a24))), 102.08/102.18 inference(scs_inference,[],[6158,5070,112])). 102.08/102.18 cnf(7240,plain, 102.08/102.18 (P11(f18(a3,a4),f20(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4851,4975,53])). 102.08/102.18 cnf(7303,plain, 102.08/102.18 (~E(f20(a4),x73031)+P1(f12(x73031,a25))), 102.08/102.18 inference(scs_inference,[],[4883,72,112])). 102.08/102.18 cnf(7309,plain, 102.08/102.18 (P1(f12(f20(a4),a25))), 102.08/102.18 inference(equality_inference,[],[7303])). 102.08/102.18 cnf(7862,plain, 102.08/102.18 (~P6(f18(a3,a4),a25)), 102.08/102.18 inference(scs_inference,[],[4175,4972,4855,111,50])). 102.08/102.18 cnf(7867,plain, 102.08/102.18 (~P5(f20(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4928,4920,109])). 102.08/102.18 cnf(7898,plain, 102.08/102.18 (~P17(a4,f20(a4))+P13(a3,a25)), 102.08/102.18 inference(scs_inference,[],[88,4844,937,81,155,138])). 102.08/102.18 cnf(8053,plain, 102.08/102.18 (P5(f20(a4),f9(a3,f18(a3,a4),f20(a4)))), 102.08/102.18 inference(scs_inference,[],[4869,4987,7240,970,116,123,5043,5229,162])). 102.08/102.18 cnf(8055,plain, 102.08/102.18 (P17(f18(a3,a4),f19(a3,f18(a3,a4),f20(a4)))), 102.08/102.18 inference(scs_inference,[],[4869,4987,7240,970,116,123,5043,5229,162,164])). 102.08/102.18 cnf(8095,plain, 102.08/102.18 (E(f10(f5(f14(f11(a4),a4)),x80951,x80952,x80953),f10(f5(a3),x80951,x80952,x80953))), 102.08/102.18 inference(scs_inference,[],[1398,4869,4987,7240,970,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5])). 102.08/102.18 cnf(8105,plain, 102.08/102.18 (P11(f15(f18(a3,a4),f20(a4),a3),f20(a4),a3)), 102.08/102.18 inference(scs_inference,[],[1398,7867,4869,4987,7240,970,4972,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172])). 102.08/102.18 cnf(8111,plain, 102.08/102.18 (P6(f11(f19(a3,f18(a3,a4),f20(a4))),a24)), 102.08/102.18 inference(scs_inference,[],[1398,7867,4869,4987,7240,970,4972,4842,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920])). 102.08/102.18 cnf(8115,plain, 102.08/102.18 (P4(f19(a3,f20(a4),f21(a4)))), 102.08/102.18 inference(scs_inference,[],[1398,7867,4869,4987,7240,970,4972,3313,4842,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96])). 102.08/102.18 cnf(8127,plain, 102.08/102.18 (~P11(x81271,x81272,f12(f18(a3,a4),a24))), 102.08/102.18 inference(scs_inference,[],[4420,6871,1398,7867,4869,4987,7240,970,4972,3313,4842,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142])). 102.08/102.18 cnf(8133,plain, 102.08/102.18 (P3(f15(f11(a4),f20(a4),a3))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,7867,4869,4987,7240,970,4972,3313,4842,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89])). 102.08/102.18 cnf(8142,plain, 102.08/102.18 (~P14(f15(f18(a3,a4),f20(a4),a3),f18(a3,a4))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,7867,4869,4987,7240,970,4972,3313,4842,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296])). 102.08/102.18 cnf(8144,plain, 102.08/102.18 (P11(f18(a3,a4),f22(f18(a3,a4),a3),a3)), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,4982,7867,4869,4987,7240,970,4972,3313,4842,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146])). 102.08/102.18 cnf(8161,plain, 102.08/102.18 (P6(f18(a3,a4),f12(f18(a3,a4),a24))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,6160,4982,7867,4869,4987,971,7240,970,4975,4972,3313,4905,3419,962,4842,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117])). 102.08/102.18 cnf(8163,plain, 102.08/102.18 (P6(a4,f14(f18(a3,a4),a4))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,6160,4982,7867,4869,4987,971,7240,970,4975,4972,3313,4905,3419,962,4842,4885,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119])). 102.08/102.18 cnf(8166,plain, 102.08/102.18 (P5(f18(a3,a4),f8(a3,f18(a3,a4),f20(a4)))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,6160,4982,7867,4869,4987,971,7240,970,4975,4972,3313,4905,3419,962,4842,4885,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161])). 102.08/102.18 cnf(8168,plain, 102.08/102.18 (P6(f19(a3,f18(a3,a4),f20(a4)),a3)), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,6160,4982,7867,4869,4987,971,7240,970,4975,4972,3313,4905,3419,962,4842,4885,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161,165])). 102.08/102.18 cnf(8181,plain, 102.08/102.18 (~P12(f18(a3,a4),f21(a4),f14(f11(a4),a4))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,6160,4982,7867,4869,4987,971,7240,970,4975,4972,3313,4905,3419,962,4842,4885,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161,165,5275,11,12,13,17,18,19,22,23,24,29,5231])). 102.08/102.18 cnf(8197,plain, 102.08/102.18 (P15(f15(f18(a3,a4),f20(a4),a3),a3)), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,4903,6160,4982,7867,4869,4987,971,6158,7240,3292,970,4851,4975,4972,3313,4905,3419,962,4842,4885,4844,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161,165,5275,11,12,13,17,18,19,22,23,24,29,5231,5920,8,4079,4352,4262,4032,90,112,120,168])). 102.08/102.18 cnf(8217,plain, 102.08/102.18 (P5(f11(a4),f8(a3,f18(a3,a4),f20(a4)))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,4903,6160,4982,7867,4869,4987,971,6158,7240,3292,970,4851,4975,4972,3313,4905,3419,962,4887,4842,4885,4844,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161,165,5275,11,12,13,17,18,19,22,23,24,29,5231,5920,8,4079,4352,4262,4032,90,112,120,168,163,385,5057,98,369,5083,4167,139,4,32,5029])). 102.08/102.18 cnf(8218,plain, 102.08/102.18 (P14(f20(f19(a3,f18(a3,a4),f20(a4))),f21(f19(a3,f18(a3,a4),f20(a4))))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,4903,6160,4982,7867,4869,4987,971,6158,7240,3292,970,4851,4975,4972,3313,4905,3419,962,4887,4842,4885,4844,195,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161,165,5275,11,12,13,17,18,19,22,23,24,29,5231,5920,8,4079,4352,4262,4032,90,112,120,168,163,385,5057,98,369,5083,4167,139,4,32,5029,143])). 102.08/102.18 cnf(8226,plain, 102.08/102.18 (P15(f18(f14(f11(a4),a4),a4),f14(f11(a4),a4))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,4903,6160,4982,7867,4869,4987,971,6158,959,7240,3292,970,4851,4975,4972,3313,4905,3419,962,4887,4842,4885,4844,195,81,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161,165,5275,11,12,13,17,18,19,22,23,24,29,5231,5920,8,4079,4352,4262,4032,90,112,120,168,163,385,5057,98,369,5083,4167,139,4,32,5029,143,16,4127,150,130,129])). 102.08/102.18 cnf(8234,plain, 102.08/102.18 (P17(f11(a4),f6(f14(f11(a4),a4),f11(a4)))), 102.08/102.18 inference(scs_inference,[],[4420,6871,4047,1398,969,4903,4889,6160,4982,7867,4869,4987,971,6158,959,7240,3292,970,4851,4975,4972,3313,4905,3419,962,4887,4842,4885,4844,195,81,116,123,5043,5229,162,164,166,167,1101,5237,5253,1462,4794,14,15,20,21,25,26,27,28,35,36,37,38,39,40,41,42,43,44,2493,5300,5318,30,31,33,34,5,6,7,1494,4364,3294,2250,4153,172,872,121,920,145,96,888,1382,91,1176,94,142,10,4078,95,89,144,102,154,2,3296,146,99,55,64,53,45,54,71,48,49,72,73,3,117,119,9,161,165,5275,11,12,13,17,18,19,22,23,24,29,5231,5920,8,4079,4352,4262,4032,90,112,120,168,163,385,5057,98,369,5083,4167,139,4,32,5029,143,16,4127,150,130,129,151,175,159,125])). 102.08/102.18 cnf(8291,plain, 102.08/102.18 (P2(f12(f18(a3,a4),a24))), 102.08/102.18 inference(scs_inference,[],[8161,8168,8105,8144,8197,8127,154,4127,143,144,93,95,89,94])). 102.08/102.18 cnf(8302,plain, 102.08/102.18 (~P11(f22(f18(a3,a4),a3),f18(a3,a4),x83021)), 102.08/102.18 inference(scs_inference,[],[8161,8168,8105,8144,8197,8127,8217,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382])). 102.08/102.18 cnf(8344,plain, 102.08/102.18 (P11(f15(f20(a4),f21(a4),a3),f21(a4),a3)), 102.08/102.18 inference(scs_inference,[],[4844,4885,4851,4938,4883,4926,6156,8161,8168,8105,8144,8197,8127,8166,8217,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172])). 102.08/102.18 cnf(8359,plain, 102.08/102.18 (~P8(a4,f15(f18(a3,a4),f20(a4),a3))), 102.08/102.18 inference(scs_inference,[],[4844,4885,4972,88,4975,4851,189,4879,4938,4883,6871,4926,6156,4983,7862,8161,8168,8105,8144,8197,8127,8166,8217,8142,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100])). 102.08/102.18 cnf(8367,plain, 102.08/102.18 (P6(f6(a3,f18(a3,a4)),a3)), 102.08/102.18 inference(scs_inference,[],[4844,4885,4972,88,4975,4851,189,182,4879,4938,4869,4883,6871,4926,6156,4983,7862,8161,8163,8168,8105,8144,8133,8197,8127,8166,8217,8142,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100,101,99,125,128])). 102.08/102.18 cnf(8369,plain, 102.08/102.18 (P11(f11(a4),f22(f11(a4),a3),a3)), 102.08/102.18 inference(scs_inference,[],[4844,4885,4972,88,4975,4851,189,182,4879,4938,4869,4883,4987,6871,4926,4914,6156,4983,7862,8161,8163,8168,8105,8144,8133,8197,8127,8166,8217,8142,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100,101,99,125,128,146])). 102.08/102.18 cnf(8373,plain, 102.08/102.18 (P15(f18(f5(a4),a4),f5(a4))), 102.08/102.18 inference(scs_inference,[],[4849,4844,4885,4972,88,4975,4936,4851,189,182,4879,4938,4869,4883,4987,6871,4926,4914,6156,4983,7862,8161,8163,8168,8105,8144,8133,8197,8127,8166,8217,8142,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100,101,99,125,128,146,175,129])). 102.08/102.18 cnf(8377,plain, 102.08/102.18 (P17(f18(f5(a4),a4),a4)), 102.08/102.18 inference(scs_inference,[],[81,4849,4844,4885,4972,88,4975,4936,4851,189,182,4879,4938,4869,4883,4987,6871,4926,4914,6156,4983,7862,8161,8163,8168,8105,8144,8133,8197,8127,8166,8217,8142,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100,101,99,125,128,146,175,129,151,130])). 102.08/102.18 cnf(8388,plain, 102.08/102.18 (~P11(f21(a4),f20(a4),x83881)), 102.08/102.18 inference(rename_variables,[],[4895])). 102.08/102.18 cnf(8393,plain, 102.08/102.18 (P11(f18(a3,a4),f21(a4),a3)), 102.08/102.18 inference(scs_inference,[],[81,1117,937,4849,4855,4844,4885,4842,4859,4905,4997,4895,8388,3313,4972,88,4975,4149,4936,5012,7240,4851,4071,189,182,4879,79,4938,4869,7867,4883,4987,6871,4926,4914,6156,4983,7862,8161,8163,8168,8105,8144,8133,8197,8127,8166,8217,8142,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100,101,99,125,128,146,175,129,151,130,150,157,155,124,153,152,160])). 102.08/102.18 cnf(8398,plain, 102.08/102.18 (P4(f21(a4))), 102.08/102.18 inference(scs_inference,[],[81,1117,937,4849,4855,4844,4885,4842,4859,4905,4997,4895,8388,3313,4972,88,4975,4149,4936,5012,7240,4851,4071,189,182,4879,79,4938,4869,7867,4883,4987,6871,4926,4914,6156,4983,7862,8161,8163,8168,8105,8144,8133,8197,8127,8166,8217,8142,6157,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100,101,99,125,128,146,175,129,151,130,150,157,155,124,153,152,160,102,97])). 102.08/102.18 cnf(8410,plain, 102.08/102.18 (P17(f18(a3,a4),x84101)+~E(f19(a3,f18(a3,a4),f20(a4)),x84101)), 102.08/102.18 inference(scs_inference,[],[81,1117,937,4849,4855,4844,4885,4842,4859,4905,4997,4895,8388,3313,4972,88,4975,4149,4936,5012,7240,4851,4071,189,182,4879,79,4938,4869,7867,4883,4987,6871,4926,4914,6156,4983,7862,8055,8161,8163,8168,8105,8144,8133,8197,8127,8053,8166,8217,8142,6157,8181,154,4127,143,144,93,95,89,94,4153,142,1176,5083,145,1382,120,168,163,385,5057,98,121,4794,116,117,161,162,166,167,123,164,165,433,5368,5374,172,4324,3,51,50,73,46,45,54,108,55,100,101,99,125,128,146,175,129,151,130,150,157,155,124,153,152,160,102,97,4793,139,96,7898,68,48,60,72,47])). 102.08/102.18 cnf(8557,plain, 102.08/102.18 ($false), 102.08/102.18 inference(scs_inference,[],[4844,962,4972,4851,3292,8144,6183,8055,8163,8168,8053,8095,8377,8234,8367,8111,8344,8393,8369,8373,8226,8218,8302,8359,7309,8398,8115,8291,2,4127,154,16,102,4,10,32,4793,4153,143,144,93,92,97,95,89,94,142,5,6,7,8,9,11,12,13,14,15,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,33,34,35,36,37,38,39,40,41,42,43,44,4262,91,145,136,96,1382,120,168,163,385,98,4794,116,117,161,162,166,123,165,167,164,112,107,369,433,5368,5374,4108,172,4352,4079,5920,119,106,90,8410,5958,5204]), 102.08/102.18 ['proof']). 102.08/102.18 % SZS output end Proof 102.08/102.18 % Total time :101.250000s 102.20/102.30 EOF