0.06/0.13 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.06/0.14 % Command : vampire --ignore_missing on --mode portfolio/casc [--schedule casc_hol_2020] -p tptp -om szs -t %d %s 0.15/0.35 % Computer : n018.cluster.edu 0.15/0.35 % Model : x86_64 x86_64 0.15/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.15/0.35 % Memory : 8042.1875MB 0.15/0.35 % OS : Linux 3.10.0-693.el7.x86_64 0.15/0.35 % CPULimit : 960 0.15/0.35 % WCLimit : 120 0.15/0.35 % DateTime : Tue Aug 9 03:47:45 EDT 2022 0.15/0.35 % CPUTime : 0.15/0.36 This is a FOF_ problem 0.15/0.36 Running vampire --ignore_missing on --mode casc -t 960 /export/starexec/sandbox2/benchmark/theBenchmark.p 0.15/0.36 % (18753)Running in auto input_syntax mode. Trying TPTP 0.21/0.40 % (18760)dis+1_8_afp=4000:afq=1.1:amm=sco:gsp=on:nm=64:newcnf=on:nwc=4:sac=on:sp=occurrence:updr=off_191 on theBenchmark 0.21/0.41 % (18759)dis+1002_8_awrs=converge:awrsf=64:av=off:cond=fast:fsr=off:gsp=on:lma=on:nm=64:nwc=1.2:s2a=on:sos=on:sp=frequency:urr=on:updr=off:uhcvi=on_12 on theBenchmark 0.21/0.43 % (18756)lrs+1_3_awrs=decay:awrsf=4:afp=10000:afq=1.0:amm=off:anc=none:bd=off:cond=on:fsr=off:fde=unused:gs=on:lwlo=on:nm=16:nwc=1:sas=z3:stl=30:ss=axioms:s2a=on:st=1.2:sos=theory:sp=frequency_3 on theBenchmark 0.21/0.43 % (18757)lrs-11_4:1_afp=4000:afq=2.0:anc=none:br=off:gs=on:lwlo=on:nm=64:nwc=3:stl=30:urr=on_3 on theBenchmark 0.21/0.44 WARNING Broken Constraint: if lrs_weight_limit_only(on) has been set then saturation_algorithm(discount) is equal to lrs 0.21/0.44 % (18758)dis+1_3_add=large:afp=4000:afq=1.0:anc=none:gs=on:gsem=off:inw=on:lcm=reverse:lwlo=on:nm=64:nwc=1:sas=z3:sos=all:sac=on:thi=all:uwa=all:updr=off:uhcvi=on_12 on theBenchmark 0.21/0.44 % (18755)dis+1002_8:1_awrs=converge:awrsf=256:anc=all_dependent:br=off:fsr=off:fde=none:gs=on:gsaa=from_current:gsem=on:irw=on:nm=64:nwc=1:sas=z3:s2a=on:sp=frequency:thf=on:uwa=interpreted_only:urr=on_7 on theBenchmark 0.21/0.44 % (18761)dis+10_128_add=large:afr=on:afp=4000:afq=1.0:amm=off:anc=none:lma=on:nm=2:nwc=1:sp=reverse_arity_3 on theBenchmark 0.21/0.45 % (18754)dis+1011_10_add=large:afr=on:afp=4000:afq=1.0:amm=off:anc=none:lma=on:nm=64:nwc=4:sac=on:sp=occurrence_2 on theBenchmark 0.21/0.46 % (18760)First to succeed. 0.21/0.46 % (18757)Refutation not found, incomplete strategy% (18757)------------------------------ 0.21/0.46 % (18757)Version: Vampire 4.7 (commit 2d02e4655 on 2022-07-11 21:15:24 +0200) 0.21/0.46 % (18757)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0 0.21/0.46 % (18757)Termination reason: Refutation not found, incomplete strategy 0.21/0.46 0.21/0.46 % (18757)Memory used [KB]: 11769 0.21/0.46 % (18757)Time elapsed: 0.030 s 0.21/0.46 % (18757)------------------------------ 0.21/0.46 % (18757)------------------------------ 0.21/0.47 % (18760)Refutation found. Thanks to Tanya! 0.21/0.47 % SZS status Theorem for theBenchmark 0.21/0.47 % SZS output start Proof for theBenchmark 0.21/0.47 fof(f5542,plain,( 0.21/0.47 $false), 0.21/0.47 inference(avatar_sat_refutation,[],[f653,f658,f758,f850,f860,f878,f907,f915,f923,f928,f936,f984,f992,f1000,f1008,f1016,f1024,f1034,f1042,f1047,f1171,f1177,f1182,f1186,f1198,f1205,f1215,f1237,f1245,f1252,f1262,f1320,f1364,f1369,f1375,f1381,f1395,f1409,f1420,f1428,f1438,f1442,f1451,f1471,f1517,f1522,f1537,f1594,f1600,f1606,f1652,f1666,f1685,f1690,f1697,f1720,f1753,f1765,f1766,f1779,f1804,f1824,f1831,f1847,f1856,f1885,f1906,f1914,f1957,f1980,f2013,f2052,f2055,f2116,f2140,f2220,f2273,f2317,f2345,f2405,f2419,f2424,f2436,f2440,f2468,f2507,f2523,f2526,f2531,f2538,f2562,f2630,f2643,f2717,f2735,f2798,f2828,f2845,f2861,f2890,f2897,f3027,f3098,f3120,f3181,f3232,f3304,f3317,f3328,f3352,f3411,f3432,f3442,f3497,f3731,f3782,f3918,f3938,f4099,f4390,f4710,f4831,f4848,f4925,f4935,f4936,f4945,f5295,f5305,f5541])). 0.21/0.47 fof(f5541,plain,( 0.21/0.47 ~spl37_86 | ~spl37_188 | spl37_190 | ~spl37_213), 0.21/0.47 inference(avatar_contradiction_clause,[],[f5540])). 0.21/0.47 fof(f5540,plain,( 0.21/0.47 $false | (~spl37_86 | ~spl37_188 | spl37_190 | ~spl37_213)), 0.21/0.47 inference(subsumption_resolution,[],[f5533,f2404])). 0.21/0.47 fof(f2404,plain,( 0.21/0.47 ~c1_1(a1667) | spl37_190), 0.21/0.47 inference(avatar_component_clause,[],[f2402])). 0.21/0.47 fof(f2402,plain,( 0.21/0.47 spl37_190 <=> c1_1(a1667)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_190])])). 0.21/0.47 fof(f5533,plain,( 0.21/0.47 c1_1(a1667) | (~spl37_86 | ~spl37_188 | ~spl37_213)), 0.21/0.47 inference(resolution,[],[f5509,f2316])). 0.21/0.47 fof(f2316,plain,( 0.21/0.47 c3_1(a1667) | ~spl37_188), 0.21/0.47 inference(avatar_component_clause,[],[f2314])). 0.21/0.47 fof(f2314,plain,( 0.21/0.47 spl37_188 <=> c3_1(a1667)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_188])])). 0.21/0.47 fof(f5509,plain,( 0.21/0.47 ( ! [X53] : (~c3_1(X53) | c1_1(X53)) ) | (~spl37_86 | ~spl37_213)), 0.21/0.47 inference(subsumption_resolution,[],[f2797,f935])). 0.21/0.47 fof(f935,plain,( 0.21/0.47 ( ! [X77] : (~c3_1(X77) | ~c2_1(X77) | c1_1(X77)) ) | ~spl37_86), 0.21/0.47 inference(avatar_component_clause,[],[f934])). 0.21/0.47 fof(f934,plain,( 0.21/0.47 spl37_86 <=> ! [X77] : (c1_1(X77) | ~c2_1(X77) | ~c3_1(X77))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_86])])). 0.21/0.47 fof(f2797,plain,( 0.21/0.47 ( ! [X53] : (~c3_1(X53) | c1_1(X53) | c2_1(X53)) ) | ~spl37_213), 0.21/0.47 inference(avatar_component_clause,[],[f2796])). 0.21/0.47 fof(f2796,plain,( 0.21/0.47 spl37_213 <=> ! [X53] : (c1_1(X53) | ~c3_1(X53) | c2_1(X53))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_213])])). 0.21/0.47 fof(f5305,plain,( 0.21/0.47 ~spl37_112 | ~spl37_142 | ~spl37_155 | spl37_201), 0.21/0.47 inference(avatar_contradiction_clause,[],[f5304])). 0.21/0.47 fof(f5304,plain,( 0.21/0.47 $false | (~spl37_112 | ~spl37_142 | ~spl37_155 | spl37_201)), 0.21/0.47 inference(subsumption_resolution,[],[f5222,f2556])). 0.21/0.47 fof(f2556,plain,( 0.21/0.47 ~c3_1(a1675) | spl37_201), 0.21/0.47 inference(avatar_component_clause,[],[f2555])). 0.21/0.47 fof(f2555,plain,( 0.21/0.47 spl37_201 <=> c3_1(a1675)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_201])])). 0.21/0.47 fof(f5222,plain,( 0.21/0.47 c3_1(a1675) | (~spl37_112 | ~spl37_142 | ~spl37_155)), 0.21/0.47 inference(resolution,[],[f5212,f1684])). 0.21/0.47 fof(f1684,plain,( 0.21/0.47 c0_1(a1675) | ~spl37_155), 0.21/0.47 inference(avatar_component_clause,[],[f1682])). 0.21/0.47 fof(f1682,plain,( 0.21/0.47 spl37_155 <=> c0_1(a1675)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_155])])). 0.21/0.47 fof(f5212,plain,( 0.21/0.47 ( ! [X0] : (~c0_1(X0) | c3_1(X0)) ) | (~spl37_112 | ~spl37_142)), 0.21/0.47 inference(subsumption_resolution,[],[f1185,f1041])). 0.21/0.47 fof(f1041,plain,( 0.21/0.47 ( ! [X46] : (~c0_1(X46) | c3_1(X46) | c2_1(X46)) ) | ~spl37_112), 0.21/0.47 inference(avatar_component_clause,[],[f1040])). 0.21/0.47 fof(f1040,plain,( 0.21/0.47 spl37_112 <=> ! [X46] : (~c0_1(X46) | c3_1(X46) | c2_1(X46))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_112])])). 0.21/0.47 fof(f1185,plain,( 0.21/0.47 ( ! [X0] : (~c0_1(X0) | ~c2_1(X0) | c3_1(X0)) ) | ~spl37_142), 0.21/0.47 inference(avatar_component_clause,[],[f1184])). 0.21/0.47 fof(f1184,plain,( 0.21/0.47 spl37_142 <=> ! [X0] : (~c2_1(X0) | ~c0_1(X0) | c3_1(X0))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_142])])). 0.21/0.47 fof(f5295,plain,( 0.21/0.47 spl37_83 | ~spl37_1 | ~spl37_84 | ~spl37_85), 0.21/0.47 inference(avatar_split_clause,[],[f5294,f930,f925,f446,f921])). 0.21/0.47 fof(f921,plain,( 0.21/0.47 spl37_83 <=> ! [X83] : (c2_1(X83) | ~c3_1(X83) | c0_1(X83))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_83])])). 0.21/0.47 fof(f446,plain,( 0.21/0.47 spl37_1 <=> ndr1_0), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_1])])). 0.21/0.47 fof(f925,plain,( 0.21/0.47 spl37_84 <=> sP3), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_84])])). 0.21/0.47 fof(f930,plain,( 0.21/0.47 spl37_85 <=> sP4), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_85])])). 0.21/0.47 fof(f5294,plain,( 0.21/0.47 ( ! [X75] : (c2_1(X75) | c0_1(X75) | ~c3_1(X75)) ) | (~spl37_1 | ~spl37_84 | ~spl37_85)), 0.21/0.47 inference(subsumption_resolution,[],[f4872,f932])). 0.21/0.47 fof(f932,plain,( 0.21/0.47 sP4 | ~spl37_85), 0.21/0.47 inference(avatar_component_clause,[],[f930])). 0.21/0.47 fof(f4872,plain,( 0.21/0.47 ( ! [X75] : (c2_1(X75) | c0_1(X75) | ~c3_1(X75) | ~sP4) ) | (~spl37_1 | ~spl37_84)), 0.21/0.47 inference(subsumption_resolution,[],[f2145,f927])). 0.21/0.47 fof(f927,plain,( 0.21/0.47 sP3 | ~spl37_84), 0.21/0.47 inference(avatar_component_clause,[],[f925])). 0.21/0.47 fof(f2145,plain,( 0.21/0.47 ( ! [X75] : (c2_1(X75) | c0_1(X75) | ~c3_1(X75) | ~sP3 | ~sP4) ) | ~spl37_1), 0.21/0.47 inference(subsumption_resolution,[],[f380,f448])). 0.21/0.47 fof(f448,plain,( 0.21/0.47 ndr1_0 | ~spl37_1), 0.21/0.47 inference(avatar_component_clause,[],[f446])). 0.21/0.47 fof(f380,plain,( 0.21/0.47 ( ! [X75] : (~ndr1_0 | c2_1(X75) | c0_1(X75) | ~c3_1(X75) | ~sP3 | ~sP4) )), 0.21/0.47 inference(general_splitting,[],[f378,f379_D])). 0.21/0.47 fof(f379,plain,( 0.21/0.47 ( ! [X77] : (c1_1(X77) | ~c3_1(X77) | ~c2_1(X77) | sP4) )), 0.21/0.47 inference(cnf_transformation,[],[f379_D])). 0.21/0.47 fof(f379_D,plain,( 0.21/0.47 ( ! [X77] : (c1_1(X77) | ~c3_1(X77) | ~c2_1(X77)) ) <=> ~sP4), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP4])])). 0.21/0.47 fof(f378,plain,( 0.21/0.47 ( ! [X77,X75] : (c1_1(X77) | ~c3_1(X77) | ~c2_1(X77) | ~ndr1_0 | c2_1(X75) | c0_1(X75) | ~c3_1(X75) | ~sP3) )), 0.21/0.47 inference(general_splitting,[],[f50,f377_D])). 0.21/0.47 fof(f377,plain,( 0.21/0.47 ( ! [X76] : (~c3_1(X76) | ~c0_1(X76) | c2_1(X76) | sP3) )), 0.21/0.47 inference(cnf_transformation,[],[f377_D])). 0.21/0.47 fof(f377_D,plain,( 0.21/0.47 ( ! [X76] : (~c3_1(X76) | ~c0_1(X76) | c2_1(X76)) ) <=> ~sP3), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP3])])). 0.21/0.47 fof(f50,plain,( 0.21/0.47 ( ! [X76,X77,X75] : (c1_1(X77) | ~c3_1(X77) | ~c2_1(X77) | ~c3_1(X76) | ~c0_1(X76) | c2_1(X76) | ~ndr1_0 | c2_1(X75) | c0_1(X75) | ~c3_1(X75)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f6,plain,( 0.21/0.47 ((~c1_1(a1645) & ~c0_1(a1645) & ~c3_1(a1645) & ndr1_0) | ~hskp2) & (~hskp3 | (ndr1_0 & ~c1_1(a1646) & ~c2_1(a1646) & c0_1(a1646))) & ((~c3_1(a1664) & ~c2_1(a1664) & ~c1_1(a1664) & ndr1_0) | ~hskp11) & ((c3_1(a1666) & ~c1_1(a1666) & c2_1(a1666) & ndr1_0) | ~hskp12) & (~hskp13 | (ndr1_0 & c0_1(a1667) & ~c1_1(a1667) & c3_1(a1667))) & ((ndr1_0 & c2_1(a1671) & ~c1_1(a1671) & ~c3_1(a1671)) | ~hskp14) & (~hskp15 | (c3_1(a1672) & c1_1(a1672) & ~c0_1(a1672) & ndr1_0)) & (~hskp17 | (~c0_1(a1678) & ~c2_1(a1678) & ~c1_1(a1678) & ndr1_0)) & ((ndr1_0 & ~c2_1(a1682) & ~c3_1(a1682) & ~c1_1(a1682)) | ~hskp20) & ((ndr1_0 & ~c0_1(a1689) & ~c1_1(a1689) & c3_1(a1689)) | ~hskp24) & (~hskp25 | (c2_1(a1690) & ~c1_1(a1690) & ~c0_1(a1690) & ndr1_0)) & ((~c2_1(a1691) & ~c1_1(a1691) & ~c3_1(a1691) & ndr1_0) | ~hskp26) & ((ndr1_0 & ~c0_1(a1693) & ~c2_1(a1693) & ~c3_1(a1693)) | ~hskp27) & ((c1_1(a1698) & ~c0_1(a1698) & c3_1(a1698) & ndr1_0) | ~hskp30) & ((ndr1_0 & ~c3_1(a1700) & ~c0_1(a1700) & c2_1(a1700)) | ~hskp31) & ((ndr1_0 & ~c0_1(a1706) & ~c1_1(a1706) & ~c3_1(a1706)) | ~hskp35) & ((~c1_1(a1721) & c3_1(a1721) & ~c0_1(a1721) & ndr1_0) | ~hskp39) & (~hskp40 | (c1_1(a1725) & c3_1(a1725) & ~c2_1(a1725) & ndr1_0)) & (~hskp43 | (~c1_1(a1639) & c2_1(a1639) & c0_1(a1639) & ndr1_0)) & (~hskp44 | (ndr1_0 & c2_1(a1640) & c1_1(a1640) & c3_1(a1640))) & (~hskp45 | (ndr1_0 & ~c3_1(a1641) & ~c1_1(a1641) & c2_1(a1641))) & (~hskp46 | (ndr1_0 & ~c2_1(a1642) & c0_1(a1642) & ~c1_1(a1642))) & ((~c0_1(a1653) & c1_1(a1653) & c2_1(a1653) & ndr1_0) | ~hskp51) & ((ndr1_0 & c0_1(a1654) & c2_1(a1654) & c3_1(a1654)) | ~hskp52) & ((c0_1(a1656) & c2_1(a1656) & ~c3_1(a1656) & ndr1_0) | ~hskp53) & (~hskp54 | (ndr1_0 & c3_1(a1658) & c1_1(a1658) & ~c0_1(a1658))) & (~hskp57 | (ndr1_0 & ~c1_1(a1665) & c3_1(a1665) & c0_1(a1665))) & (~hskp59 | (c0_1(a1669) & ~c2_1(a1669) & c3_1(a1669) & ndr1_0)) & (~hskp62 | (ndr1_0 & ~c3_1(a1675) & c1_1(a1675) & c0_1(a1675))) & (~hskp63 | (~c0_1(a1676) & c3_1(a1676) & c2_1(a1676) & ndr1_0)) & ((~c2_1(a1692) & c0_1(a1692) & ~c1_1(a1692) & ndr1_0) | ~hskp66) & ((~c0_1(a1710) & c1_1(a1710) & ~c3_1(a1710) & ndr1_0) | ~hskp70) & ((ndr1_0 & ~c2_1(a1715) & c1_1(a1715) & c3_1(a1715)) | ~hskp72) & (~hskp75 | (~c2_1(a1724) & c3_1(a1724) & c0_1(a1724) & ndr1_0)) & (hskp0 | ! [X0] : (~c0_1(X0) | c3_1(X0) | ~c2_1(X0) | ~ndr1_0) | hskp42) & (hskp45 | hskp44 | hskp43) & (! [X1] : (c1_1(X1) | ~c0_1(X1) | c2_1(X1) | ~ndr1_0) | hskp1 | ! [X2] : (c0_1(X2) | c3_1(X2) | c2_1(X2) | ~ndr1_0)) & (hskp3 | hskp2 | hskp47) & (! [X3] : (c2_1(X3) | ~c1_1(X3) | c0_1(X3) | ~ndr1_0) | ! [X4] : (c2_1(X4) | c0_1(X4) | c1_1(X4) | ~ndr1_0) | hskp49) & (hskp51 | ! [X5] : (~c0_1(X5) | ~c2_1(X5) | ~c1_1(X5) | ~ndr1_0) | hskp50) & (! [X6] : (~c0_1(X6) | ~c2_1(X6) | ~c3_1(X6) | ~ndr1_0) | ! [X7] : (~c0_1(X7) | c1_1(X7) | ~c2_1(X7) | ~ndr1_0) | ! [X8] : (c0_1(X8) | c3_1(X8) | c2_1(X8) | ~ndr1_0)) & (hskp2 | ! [X9] : (c3_1(X9) | ~c0_1(X9) | ~c1_1(X9) | ~ndr1_0) | ! [X10] : (c3_1(X10) | c1_1(X10) | ~c0_1(X10) | ~ndr1_0)) & (hskp55 | ! [X11] : (~c2_1(X11) | c3_1(X11) | ~c0_1(X11) | ~ndr1_0) | hskp9) & (! [X12] : (c2_1(X12) | c0_1(X12) | c3_1(X12) | ~ndr1_0) | hskp10 | hskp56) & (hskp60 | ! [X13] : (~c3_1(X13) | c1_1(X13) | c0_1(X13) | ~ndr1_0) | ! [X14] : (c3_1(X14) | c1_1(X14) | ~c2_1(X14) | ~ndr1_0)) & (hskp61 | hskp62 | ! [X15] : (~c1_1(X15) | c0_1(X15) | ~c3_1(X15) | ~ndr1_0)) & (hskp16 | hskp17 | ! [X16] : (~c0_1(X16) | c1_1(X16) | ~c3_1(X16) | ~ndr1_0)) & (hskp21 | ! [X17] : (c3_1(X17) | c2_1(X17) | ~c1_1(X17) | ~ndr1_0) | ! [X18] : (~c1_1(X18) | c0_1(X18) | c2_1(X18) | ~ndr1_0)) & (hskp23 | hskp65 | hskp64) & (! [X19] : (~c3_1(X19) | ~c0_1(X19) | ~c2_1(X19) | ~ndr1_0) | hskp26 | ! [X20] : (~c3_1(X20) | c1_1(X20) | ~c2_1(X20) | ~ndr1_0)) & (hskp28 | hskp27 | hskp66) & (! [X21] : (~c3_1(X21) | c1_1(X21) | c0_1(X21) | ~ndr1_0) | hskp30 | ! [X22] : (c2_1(X22) | ~c1_1(X22) | ~c0_1(X22) | ~ndr1_0)) & (hskp67 | ! [X23] : (~c3_1(X23) | c1_1(X23) | ~c0_1(X23) | ~ndr1_0) | ! [X24] : (c1_1(X24) | ~c2_1(X24) | ~c3_1(X24) | ~ndr1_0)) & (! [X25] : (~c0_1(X25) | ~c3_1(X25) | c2_1(X25) | ~ndr1_0) | hskp33 | hskp61) & (! [X26] : (~c0_1(X26) | ~c2_1(X26) | c1_1(X26) | ~ndr1_0) | ! [X27] : (c2_1(X27) | ~c3_1(X27) | ~c1_1(X27) | ~ndr1_0) | hskp34) & (! [X28] : (c2_1(X28) | ~c1_1(X28) | ~c3_1(X28) | ~ndr1_0) | hskp13 | ! [X29] : (~c1_1(X29) | ~c3_1(X29) | ~c0_1(X29) | ~ndr1_0)) & (! [X30] : (c2_1(X30) | c3_1(X30) | c0_1(X30) | ~ndr1_0) | ! [X31] : (c1_1(X31) | ~c2_1(X31) | c0_1(X31) | ~ndr1_0) | hskp70) & (! [X32] : (c2_1(X32) | ~c3_1(X32) | ~c1_1(X32) | ~ndr1_0) | hskp0 | ! [X33] : (~c1_1(X33) | ~c0_1(X33) | ~c2_1(X33) | ~ndr1_0)) & (! [X34] : (~c1_1(X34) | c0_1(X34) | c2_1(X34) | ~ndr1_0) | hskp36 | hskp71) & (hskp73 | ! [X35] : (~c3_1(X35) | ~c2_1(X35) | c1_1(X35) | ~ndr1_0) | ! [X36] : (c0_1(X36) | ~c3_1(X36) | ~c1_1(X36) | ~ndr1_0)) & (hskp38 | ! [X37] : (~c3_1(X37) | ~c2_1(X37) | ~c0_1(X37) | ~ndr1_0) | hskp74) & (! [X38] : (~c3_1(X38) | ~c0_1(X38) | ~c1_1(X38) | ~ndr1_0) | ! [X39] : (c2_1(X39) | c3_1(X39) | ~c0_1(X39) | ~ndr1_0) | hskp47) & (! [X40] : (~c2_1(X40) | c3_1(X40) | ~c1_1(X40) | ~ndr1_0) | ! [X41] : (~c3_1(X41) | c1_1(X41) | c2_1(X41) | ~ndr1_0) | hskp75) & (hskp40 | ! [X42] : (~c1_1(X42) | ~c3_1(X42) | ~c0_1(X42) | ~ndr1_0) | ! [X43] : (~c2_1(X43) | c3_1(X43) | c1_1(X43) | ~ndr1_0)) & (hskp30 | hskp41 | ! [X44] : (c2_1(X44) | c0_1(X44) | ~c1_1(X44) | ~ndr1_0)) & (! [X45] : (~c0_1(X45) | ~c1_1(X45) | c2_1(X45) | ~ndr1_0) | ! [X46] : (c3_1(X46) | c2_1(X46) | ~c0_1(X46) | ~ndr1_0) | hskp61) & (! [X47] : (c0_1(X47) | ~c3_1(X47) | c1_1(X47) | ~ndr1_0) | ! [X48] : (~c0_1(X48) | c1_1(X48) | ~c3_1(X48) | ~ndr1_0) | hskp29) & (! [X49] : (~c0_1(X49) | ~c3_1(X49) | c2_1(X49) | ~ndr1_0) | ! [X50] : (~c3_1(X50) | ~c2_1(X50) | c0_1(X50) | ~ndr1_0) | hskp39) & (! [X51] : (c3_1(X51) | c1_1(X51) | ~c2_1(X51) | ~ndr1_0) | hskp57 | ! [X52] : (c3_1(X52) | ~c0_1(X52) | c2_1(X52) | ~ndr1_0)) & (! [X53] : (~c3_1(X53) | c2_1(X53) | c1_1(X53) | ~ndr1_0) | ! [X54] : (c2_1(X54) | c1_1(X54) | ~c0_1(X54) | ~ndr1_0) | ! [X55] : (~c1_1(X55) | ~c0_1(X55) | ~c3_1(X55) | ~ndr1_0)) & (! [X56] : (c3_1(X56) | c2_1(X56) | c0_1(X56) | ~ndr1_0) | hskp72 | hskp37) & (! [X57] : (~c0_1(X57) | ~c2_1(X57) | c3_1(X57) | ~ndr1_0) | ! [X58] : (c0_1(X58) | c2_1(X58) | c1_1(X58) | ~ndr1_0) | ! [X59] : (c1_1(X59) | c3_1(X59) | c2_1(X59) | ~ndr1_0)) & (hskp69 | ! [X60] : (~c1_1(X60) | c2_1(X60) | c3_1(X60) | ~ndr1_0) | ! [X61] : (~c3_1(X61) | c0_1(X61) | c1_1(X61) | ~ndr1_0)) & (hskp35 | ! [X62] : (~c1_1(X62) | c2_1(X62) | c0_1(X62) | ~ndr1_0) | hskp68) & (hskp31 | hskp32 | hskp63) & (hskp29 | hskp52 | hskp53) & (hskp25 | ! [X63] : (c1_1(X63) | c3_1(X63) | c0_1(X63) | ~ndr1_0) | ! [X64] : (~c3_1(X64) | c0_1(X64) | ~c1_1(X64) | ~ndr1_0)) & (hskp24 | ! [X65] : (~c3_1(X65) | c1_1(X65) | c0_1(X65) | ~ndr1_0) | hskp61) & (! [X66] : (~c2_1(X66) | c0_1(X66) | c3_1(X66) | ~ndr1_0) | hskp22 | ! [X67] : (c3_1(X67) | ~c0_1(X67) | c2_1(X67) | ~ndr1_0)) & (hskp19 | ! [X68] : (~c1_1(X68) | c3_1(X68) | ~c0_1(X68) | ~ndr1_0) | hskp20) & (! [X69] : (~c2_1(X69) | c3_1(X69) | c1_1(X69) | ~ndr1_0) | hskp18 | hskp60) & (! [X70] : (~c3_1(X70) | ~c1_1(X70) | ~c2_1(X70) | ~ndr1_0) | ! [X71] : (~c0_1(X71) | ~c3_1(X71) | c1_1(X71) | ~ndr1_0) | hskp63) & (! [X72] : (~c0_1(X72) | c1_1(X72) | ~c3_1(X72) | ~ndr1_0) | ! [X73] : (c0_1(X73) | ~c3_1(X73) | c1_1(X73) | ~ndr1_0) | ! [X74] : (c3_1(X74) | ~c2_1(X74) | ~c1_1(X74) | ~ndr1_0)) & (! [X75] : (~c3_1(X75) | c0_1(X75) | c2_1(X75) | ~ndr1_0) | ! [X76] : (c2_1(X76) | ~c0_1(X76) | ~c3_1(X76) | ~ndr1_0) | ! [X77] : (~c2_1(X77) | ~c3_1(X77) | c1_1(X77) | ~ndr1_0)) & (hskp14 | hskp15 | hskp10) & (hskp58 | ! [X78] : (c1_1(X78) | ~c0_1(X78) | c2_1(X78) | ~ndr1_0) | hskp59) & (hskp12 | hskp13 | ! [X79] : (~c2_1(X79) | ~c3_1(X79) | ~c1_1(X79) | ~ndr1_0)) & (hskp11 | hskp57 | ! [X80] : (~c0_1(X80) | ~c3_1(X80) | c2_1(X80) | ~ndr1_0)) & (! [X81] : (c3_1(X81) | c1_1(X81) | ~c0_1(X81) | ~ndr1_0) | ! [X82] : (~c3_1(X82) | ~c0_1(X82) | c2_1(X82) | ~ndr1_0) | ! [X83] : (~c3_1(X83) | c0_1(X83) | c2_1(X83) | ~ndr1_0)) & (hskp53 | hskp54 | hskp8) & (hskp52 | ! [X84] : (~c2_1(X84) | c3_1(X84) | ~c0_1(X84) | ~ndr1_0) | hskp7) & (! [X85] : (~c3_1(X85) | c2_1(X85) | ~c0_1(X85) | ~ndr1_0) | hskp48 | hskp6) & (! [X86] : (c1_1(X86) | ~c3_1(X86) | c0_1(X86) | ~ndr1_0) | hskp5 | hskp4) & (! [X87] : (c0_1(X87) | ~c1_1(X87) | c2_1(X87) | ~ndr1_0) | hskp46 | ! [X88] : (~c2_1(X88) | c0_1(X88) | ~c3_1(X88) | ~ndr1_0)) & (~hskp74 | (c0_1(a1717) & c2_1(a1717) & ~c3_1(a1717) & ndr1_0)) & ((c2_1(a1716) & ~c3_1(a1716) & c0_1(a1716) & ndr1_0) | ~hskp73) & ((ndr1_0 & c0_1(a1713) & c3_1(a1713) & ~c2_1(a1713)) | ~hskp71) & (~hskp69 | (ndr1_0 & c0_1(a1709) & c3_1(a1709) & ~c1_1(a1709))) & (~hskp68 | (~c1_1(a1707) & c0_1(a1707) & c3_1(a1707) & ndr1_0)) & (~hskp67 | (ndr1_0 & c3_1(a1702) & c2_1(a1702) & c1_1(a1702))) & ((~c3_1(a1687) & ~c0_1(a1687) & c2_1(a1687) & ndr1_0) | ~hskp65) & (~hskp64 | (~c3_1(a1686) & c0_1(a1686) & ~c1_1(a1686) & ndr1_0)) & ((c3_1(a1674) & ~c2_1(a1674) & ~c1_1(a1674) & ndr1_0) | ~hskp61) & (~hskp60 | (c3_1(a1673) & c2_1(a1673) & ~c1_1(a1673) & ndr1_0)) & ((c3_1(a1668) & ~c1_1(a1668) & ~c0_1(a1668) & ndr1_0) | ~hskp58) & (~hskp56 | (ndr1_0 & c0_1(a1662) & c1_1(a1662) & ~c2_1(a1662))) & (~hskp55 | (ndr1_0 & ~c2_1(a1661) & ~c3_1(a1661) & c1_1(a1661))) & (~hskp50 | (c0_1(a1652) & c2_1(a1652) & c3_1(a1652) & ndr1_0)) & ((ndr1_0 & c1_1(a1651) & ~c2_1(a1651) & c3_1(a1651)) | ~hskp49) & ((ndr1_0 & ~c3_1(a1649) & ~c2_1(a1649) & c0_1(a1649)) | ~hskp48) & ((ndr1_0 & ~c0_1(a1644) & c3_1(a1644) & ~c1_1(a1644)) | ~hskp47) & ((c0_1(a1638) & ~c3_1(a1638) & c1_1(a1638) & ndr1_0) | ~hskp42) & (~hskp41 | (c0_1(a1726) & ~c1_1(a1726) & c2_1(a1726) & ndr1_0)) & ((~c0_1(a1718) & ~c2_1(a1718) & c3_1(a1718) & ndr1_0) | ~hskp38) & ((c2_1(a1714) & ~c1_1(a1714) & c0_1(a1714) & ndr1_0) | ~hskp37) & ((~c2_1(a1712) & ~c1_1(a1712) & ~c0_1(a1712) & ndr1_0) | ~hskp36) & (~hskp34 | (ndr1_0 & c2_1(a1705) & ~c3_1(a1705) & ~c1_1(a1705))) & (~hskp33 | (ndr1_0 & c3_1(a1704) & ~c0_1(a1704) & ~c2_1(a1704))) & (~hskp32 | (ndr1_0 & c0_1(a1701) & ~c3_1(a1701) & c1_1(a1701))) & ((~c3_1(a1695) & c0_1(a1695) & c2_1(a1695) & ndr1_0) | ~hskp29) & ((~c1_1(a1694) & ~c3_1(a1694) & c2_1(a1694) & ndr1_0) | ~hskp28) & ((~c0_1(a1685) & ~c1_1(a1685) & c2_1(a1685) & ndr1_0) | ~hskp23) & (~hskp22 | (~c0_1(a1684) & ~c3_1(a1684) & c2_1(a1684) & ndr1_0)) & ((c3_1(a1683) & ~c1_1(a1683) & c2_1(a1683) & ndr1_0) | ~hskp21) & (~hskp19 | (ndr1_0 & ~c2_1(a1681) & ~c3_1(a1681) & ~c1_1(a1681))) & ((~c1_1(a1680) & ~c0_1(a1680) & ~c3_1(a1680) & ndr1_0) | ~hskp18) & ((~c0_1(a1677) & ~c1_1(a1677) & ~c2_1(a1677) & ndr1_0) | ~hskp16) & ((~c3_1(a1663) & ~c0_1(a1663) & ~c2_1(a1663) & ndr1_0) | ~hskp10) & ((~c1_1(a1660) & ~c0_1(a1660) & ~c3_1(a1660) & ndr1_0) | ~hskp9) & (~hskp8 | (ndr1_0 & c2_1(a1657) & ~c0_1(a1657) & ~c1_1(a1657))) & ((ndr1_0 & c3_1(a1655) & c0_1(a1655) & ~c2_1(a1655)) | ~hskp7) & ((~c2_1(a1650) & ~c3_1(a1650) & ~c1_1(a1650) & ndr1_0) | ~hskp6) & (~hskp5 | (ndr1_0 & ~c0_1(a1648) & ~c1_1(a1648) & c3_1(a1648))) & (~hskp4 | (~c0_1(a1647) & ~c2_1(a1647) & c1_1(a1647) & ndr1_0)) & (~hskp1 | (ndr1_0 & ~c1_1(a1643) & c3_1(a1643) & ~c2_1(a1643))) & (~hskp0 | (ndr1_0 & c0_1(a1637) & ~c2_1(a1637) & c1_1(a1637)))), 0.21/0.47 inference(flattening,[],[f5])). 0.21/0.47 fof(f5,plain,( 0.21/0.47 ((~c1_1(a1645) & ~c0_1(a1645) & ~c3_1(a1645) & ndr1_0) | ~hskp2) & (~hskp3 | (ndr1_0 & ~c1_1(a1646) & ~c2_1(a1646) & c0_1(a1646))) & ((~c3_1(a1664) & ~c2_1(a1664) & ~c1_1(a1664) & ndr1_0) | ~hskp11) & ((c3_1(a1666) & ~c1_1(a1666) & c2_1(a1666) & ndr1_0) | ~hskp12) & (~hskp13 | (ndr1_0 & c0_1(a1667) & ~c1_1(a1667) & c3_1(a1667))) & ((ndr1_0 & c2_1(a1671) & ~c1_1(a1671) & ~c3_1(a1671)) | ~hskp14) & (~hskp15 | (c3_1(a1672) & c1_1(a1672) & ~c0_1(a1672) & ndr1_0)) & (~hskp17 | (~c0_1(a1678) & ~c2_1(a1678) & ~c1_1(a1678) & ndr1_0)) & ((ndr1_0 & ~c2_1(a1682) & ~c3_1(a1682) & ~c1_1(a1682)) | ~hskp20) & ((ndr1_0 & ~c0_1(a1689) & ~c1_1(a1689) & c3_1(a1689)) | ~hskp24) & (~hskp25 | (c2_1(a1690) & ~c1_1(a1690) & ~c0_1(a1690) & ndr1_0)) & ((~c2_1(a1691) & ~c1_1(a1691) & ~c3_1(a1691) & ndr1_0) | ~hskp26) & ((ndr1_0 & ~c0_1(a1693) & ~c2_1(a1693) & ~c3_1(a1693)) | ~hskp27) & ((c1_1(a1698) & ~c0_1(a1698) & c3_1(a1698) & ndr1_0) | ~hskp30) & ((ndr1_0 & ~c3_1(a1700) & ~c0_1(a1700) & c2_1(a1700)) | ~hskp31) & ((ndr1_0 & ~c0_1(a1706) & ~c1_1(a1706) & ~c3_1(a1706)) | ~hskp35) & ((~c1_1(a1721) & c3_1(a1721) & ~c0_1(a1721) & ndr1_0) | ~hskp39) & (~hskp40 | (c1_1(a1725) & c3_1(a1725) & ~c2_1(a1725) & ndr1_0)) & (~hskp43 | (~c1_1(a1639) & c2_1(a1639) & c0_1(a1639) & ndr1_0)) & (~hskp44 | (ndr1_0 & c2_1(a1640) & c1_1(a1640) & c3_1(a1640))) & (~hskp45 | (ndr1_0 & ~c3_1(a1641) & ~c1_1(a1641) & c2_1(a1641))) & (~hskp46 | (ndr1_0 & ~c2_1(a1642) & c0_1(a1642) & ~c1_1(a1642))) & ((~c0_1(a1653) & c1_1(a1653) & c2_1(a1653) & ndr1_0) | ~hskp51) & ((ndr1_0 & c0_1(a1654) & c2_1(a1654) & c3_1(a1654)) | ~hskp52) & ((c0_1(a1656) & c2_1(a1656) & ~c3_1(a1656) & ndr1_0) | ~hskp53) & (~hskp54 | (ndr1_0 & c3_1(a1658) & c1_1(a1658) & ~c0_1(a1658))) & (~hskp57 | (ndr1_0 & ~c1_1(a1665) & c3_1(a1665) & c0_1(a1665))) & (~hskp59 | (c0_1(a1669) & ~c2_1(a1669) & c3_1(a1669) & ndr1_0)) & (~hskp62 | (ndr1_0 & ~c3_1(a1675) & c1_1(a1675) & c0_1(a1675))) & (~hskp63 | (~c0_1(a1676) & c3_1(a1676) & c2_1(a1676) & ndr1_0)) & ((~c2_1(a1692) & c0_1(a1692) & ~c1_1(a1692) & ndr1_0) | ~hskp66) & ((~c0_1(a1710) & c1_1(a1710) & ~c3_1(a1710) & ndr1_0) | ~hskp70) & ((ndr1_0 & ~c2_1(a1715) & c1_1(a1715) & c3_1(a1715)) | ~hskp72) & (~hskp75 | (~c2_1(a1724) & c3_1(a1724) & c0_1(a1724) & ndr1_0)) & (hskp0 | ! [X0] : ((~c0_1(X0) | c3_1(X0) | ~c2_1(X0)) | ~ndr1_0) | hskp42) & (hskp45 | hskp44 | hskp43) & (! [X1] : ((c1_1(X1) | ~c0_1(X1) | c2_1(X1)) | ~ndr1_0) | hskp1 | ! [X2] : ((c0_1(X2) | c3_1(X2) | c2_1(X2)) | ~ndr1_0)) & (hskp3 | hskp2 | hskp47) & (! [X3] : ((c2_1(X3) | ~c1_1(X3) | c0_1(X3)) | ~ndr1_0) | ! [X4] : ((c2_1(X4) | c0_1(X4) | c1_1(X4)) | ~ndr1_0) | hskp49) & (hskp51 | ! [X5] : ((~c0_1(X5) | ~c2_1(X5) | ~c1_1(X5)) | ~ndr1_0) | hskp50) & (! [X6] : ((~c0_1(X6) | ~c2_1(X6) | ~c3_1(X6)) | ~ndr1_0) | ! [X7] : ((~c0_1(X7) | c1_1(X7) | ~c2_1(X7)) | ~ndr1_0) | ! [X8] : ((c0_1(X8) | c3_1(X8) | c2_1(X8)) | ~ndr1_0)) & (hskp2 | ! [X9] : ((c3_1(X9) | ~c0_1(X9) | ~c1_1(X9)) | ~ndr1_0) | ! [X10] : ((c3_1(X10) | c1_1(X10) | ~c0_1(X10)) | ~ndr1_0)) & (hskp55 | ! [X11] : ((~c2_1(X11) | c3_1(X11) | ~c0_1(X11)) | ~ndr1_0) | hskp9) & (! [X12] : ((c2_1(X12) | c0_1(X12) | c3_1(X12)) | ~ndr1_0) | hskp10 | hskp56) & (hskp60 | ! [X13] : ((~c3_1(X13) | c1_1(X13) | c0_1(X13)) | ~ndr1_0) | ! [X14] : ((c3_1(X14) | c1_1(X14) | ~c2_1(X14)) | ~ndr1_0)) & (hskp61 | hskp62 | ! [X15] : ((~c1_1(X15) | c0_1(X15) | ~c3_1(X15)) | ~ndr1_0)) & (hskp16 | hskp17 | ! [X16] : ((~c0_1(X16) | c1_1(X16) | ~c3_1(X16)) | ~ndr1_0)) & (hskp21 | ! [X17] : ((c3_1(X17) | c2_1(X17) | ~c1_1(X17)) | ~ndr1_0) | ! [X18] : ((~c1_1(X18) | c0_1(X18) | c2_1(X18)) | ~ndr1_0)) & (hskp23 | hskp65 | hskp64) & (! [X19] : ((~c3_1(X19) | ~c0_1(X19) | ~c2_1(X19)) | ~ndr1_0) | hskp26 | ! [X20] : ((~c3_1(X20) | c1_1(X20) | ~c2_1(X20)) | ~ndr1_0)) & (hskp28 | hskp27 | hskp66) & (! [X21] : ((~c3_1(X21) | c1_1(X21) | c0_1(X21)) | ~ndr1_0) | hskp30 | ! [X22] : ((c2_1(X22) | ~c1_1(X22) | ~c0_1(X22)) | ~ndr1_0)) & (hskp67 | ! [X23] : ((~c3_1(X23) | c1_1(X23) | ~c0_1(X23)) | ~ndr1_0) | ! [X24] : ((c1_1(X24) | ~c2_1(X24) | ~c3_1(X24)) | ~ndr1_0)) & (! [X25] : ((~c0_1(X25) | ~c3_1(X25) | c2_1(X25)) | ~ndr1_0) | hskp33 | hskp61) & (! [X26] : ((~c0_1(X26) | ~c2_1(X26) | c1_1(X26)) | ~ndr1_0) | ! [X27] : ((c2_1(X27) | ~c3_1(X27) | ~c1_1(X27)) | ~ndr1_0) | hskp34) & (! [X28] : ((c2_1(X28) | ~c1_1(X28) | ~c3_1(X28)) | ~ndr1_0) | hskp13 | ! [X29] : ((~c1_1(X29) | ~c3_1(X29) | ~c0_1(X29)) | ~ndr1_0)) & (! [X30] : ((c2_1(X30) | c3_1(X30) | c0_1(X30)) | ~ndr1_0) | ! [X31] : ((c1_1(X31) | ~c2_1(X31) | c0_1(X31)) | ~ndr1_0) | hskp70) & (! [X32] : ((c2_1(X32) | ~c3_1(X32) | ~c1_1(X32)) | ~ndr1_0) | hskp0 | ! [X33] : ((~c1_1(X33) | ~c0_1(X33) | ~c2_1(X33)) | ~ndr1_0)) & (! [X34] : ((~c1_1(X34) | c0_1(X34) | c2_1(X34)) | ~ndr1_0) | hskp36 | hskp71) & (hskp73 | ! [X35] : ((~c3_1(X35) | ~c2_1(X35) | c1_1(X35)) | ~ndr1_0) | ! [X36] : ((c0_1(X36) | ~c3_1(X36) | ~c1_1(X36)) | ~ndr1_0)) & (hskp38 | ! [X37] : ((~c3_1(X37) | ~c2_1(X37) | ~c0_1(X37)) | ~ndr1_0) | hskp74) & (! [X38] : ((~c3_1(X38) | ~c0_1(X38) | ~c1_1(X38)) | ~ndr1_0) | ! [X39] : ((c2_1(X39) | c3_1(X39) | ~c0_1(X39)) | ~ndr1_0) | hskp47) & (! [X40] : ((~c2_1(X40) | c3_1(X40) | ~c1_1(X40)) | ~ndr1_0) | ! [X41] : ((~c3_1(X41) | c1_1(X41) | c2_1(X41)) | ~ndr1_0) | hskp75) & (hskp40 | ! [X42] : ((~c1_1(X42) | ~c3_1(X42) | ~c0_1(X42)) | ~ndr1_0) | ! [X43] : ((~c2_1(X43) | c3_1(X43) | c1_1(X43)) | ~ndr1_0)) & (hskp30 | hskp41 | ! [X44] : ((c2_1(X44) | c0_1(X44) | ~c1_1(X44)) | ~ndr1_0)) & (! [X45] : ((~c0_1(X45) | ~c1_1(X45) | c2_1(X45)) | ~ndr1_0) | ! [X46] : ((c3_1(X46) | c2_1(X46) | ~c0_1(X46)) | ~ndr1_0) | hskp61) & (! [X47] : ((c0_1(X47) | ~c3_1(X47) | c1_1(X47)) | ~ndr1_0) | ! [X48] : ((~c0_1(X48) | c1_1(X48) | ~c3_1(X48)) | ~ndr1_0) | hskp29) & (! [X49] : ((~c0_1(X49) | ~c3_1(X49) | c2_1(X49)) | ~ndr1_0) | ! [X50] : ((~c3_1(X50) | ~c2_1(X50) | c0_1(X50)) | ~ndr1_0) | hskp39) & (! [X51] : ((c3_1(X51) | c1_1(X51) | ~c2_1(X51)) | ~ndr1_0) | hskp57 | ! [X52] : ((c3_1(X52) | ~c0_1(X52) | c2_1(X52)) | ~ndr1_0)) & (! [X53] : ((~c3_1(X53) | c2_1(X53) | c1_1(X53)) | ~ndr1_0) | ! [X54] : ((c2_1(X54) | c1_1(X54) | ~c0_1(X54)) | ~ndr1_0) | ! [X55] : ((~c1_1(X55) | ~c0_1(X55) | ~c3_1(X55)) | ~ndr1_0)) & (! [X56] : ((c3_1(X56) | c2_1(X56) | c0_1(X56)) | ~ndr1_0) | hskp72 | hskp37) & (! [X57] : ((~c0_1(X57) | ~c2_1(X57) | c3_1(X57)) | ~ndr1_0) | ! [X58] : ((c0_1(X58) | c2_1(X58) | c1_1(X58)) | ~ndr1_0) | ! [X59] : ((c1_1(X59) | c3_1(X59) | c2_1(X59)) | ~ndr1_0)) & (hskp69 | ! [X60] : ((~c1_1(X60) | c2_1(X60) | c3_1(X60)) | ~ndr1_0) | ! [X61] : ((~c3_1(X61) | c0_1(X61) | c1_1(X61)) | ~ndr1_0)) & (hskp35 | ! [X62] : ((~c1_1(X62) | c2_1(X62) | c0_1(X62)) | ~ndr1_0) | hskp68) & (hskp31 | hskp32 | hskp63) & (hskp29 | hskp52 | hskp53) & (hskp25 | ! [X63] : ((c1_1(X63) | c3_1(X63) | c0_1(X63)) | ~ndr1_0) | ! [X64] : ((~c3_1(X64) | c0_1(X64) | ~c1_1(X64)) | ~ndr1_0)) & (hskp24 | ! [X65] : ((~c3_1(X65) | c1_1(X65) | c0_1(X65)) | ~ndr1_0) | hskp61) & (! [X66] : ((~c2_1(X66) | c0_1(X66) | c3_1(X66)) | ~ndr1_0) | hskp22 | ! [X67] : ((c3_1(X67) | ~c0_1(X67) | c2_1(X67)) | ~ndr1_0)) & (hskp19 | ! [X68] : ((~c1_1(X68) | c3_1(X68) | ~c0_1(X68)) | ~ndr1_0) | hskp20) & (! [X69] : ((~c2_1(X69) | c3_1(X69) | c1_1(X69)) | ~ndr1_0) | hskp18 | hskp60) & (! [X70] : ((~c3_1(X70) | ~c1_1(X70) | ~c2_1(X70)) | ~ndr1_0) | ! [X71] : ((~c0_1(X71) | ~c3_1(X71) | c1_1(X71)) | ~ndr1_0) | hskp63) & (! [X72] : ((~c0_1(X72) | c1_1(X72) | ~c3_1(X72)) | ~ndr1_0) | ! [X73] : ((c0_1(X73) | ~c3_1(X73) | c1_1(X73)) | ~ndr1_0) | ! [X74] : ((c3_1(X74) | ~c2_1(X74) | ~c1_1(X74)) | ~ndr1_0)) & (! [X75] : ((~c3_1(X75) | c0_1(X75) | c2_1(X75)) | ~ndr1_0) | ! [X76] : ((c2_1(X76) | ~c0_1(X76) | ~c3_1(X76)) | ~ndr1_0) | ! [X77] : ((~c2_1(X77) | ~c3_1(X77) | c1_1(X77)) | ~ndr1_0)) & (hskp14 | hskp15 | hskp10) & (hskp58 | ! [X78] : ((c1_1(X78) | ~c0_1(X78) | c2_1(X78)) | ~ndr1_0) | hskp59) & (hskp12 | hskp13 | ! [X79] : ((~c2_1(X79) | ~c3_1(X79) | ~c1_1(X79)) | ~ndr1_0)) & (hskp11 | hskp57 | ! [X80] : ((~c0_1(X80) | ~c3_1(X80) | c2_1(X80)) | ~ndr1_0)) & (! [X81] : ((c3_1(X81) | c1_1(X81) | ~c0_1(X81)) | ~ndr1_0) | ! [X82] : ((~c3_1(X82) | ~c0_1(X82) | c2_1(X82)) | ~ndr1_0) | ! [X83] : ((~c3_1(X83) | c0_1(X83) | c2_1(X83)) | ~ndr1_0)) & (hskp53 | hskp54 | hskp8) & (hskp52 | ! [X84] : ((~c2_1(X84) | c3_1(X84) | ~c0_1(X84)) | ~ndr1_0) | hskp7) & (! [X85] : ((~c3_1(X85) | c2_1(X85) | ~c0_1(X85)) | ~ndr1_0) | hskp48 | hskp6) & (! [X86] : ((c1_1(X86) | ~c3_1(X86) | c0_1(X86)) | ~ndr1_0) | hskp5 | hskp4) & (! [X87] : ((c0_1(X87) | ~c1_1(X87) | c2_1(X87)) | ~ndr1_0) | hskp46 | ! [X88] : ((~c2_1(X88) | c0_1(X88) | ~c3_1(X88)) | ~ndr1_0)) & (~hskp74 | (c0_1(a1717) & c2_1(a1717) & ~c3_1(a1717) & ndr1_0)) & ((c2_1(a1716) & ~c3_1(a1716) & c0_1(a1716) & ndr1_0) | ~hskp73) & ((ndr1_0 & c0_1(a1713) & c3_1(a1713) & ~c2_1(a1713)) | ~hskp71) & (~hskp69 | (ndr1_0 & c0_1(a1709) & c3_1(a1709) & ~c1_1(a1709))) & (~hskp68 | (~c1_1(a1707) & c0_1(a1707) & c3_1(a1707) & ndr1_0)) & (~hskp67 | (ndr1_0 & c3_1(a1702) & c2_1(a1702) & c1_1(a1702))) & ((~c3_1(a1687) & ~c0_1(a1687) & c2_1(a1687) & ndr1_0) | ~hskp65) & (~hskp64 | (~c3_1(a1686) & c0_1(a1686) & ~c1_1(a1686) & ndr1_0)) & ((c3_1(a1674) & ~c2_1(a1674) & ~c1_1(a1674) & ndr1_0) | ~hskp61) & (~hskp60 | (c3_1(a1673) & c2_1(a1673) & ~c1_1(a1673) & ndr1_0)) & ((c3_1(a1668) & ~c1_1(a1668) & ~c0_1(a1668) & ndr1_0) | ~hskp58) & (~hskp56 | (ndr1_0 & c0_1(a1662) & c1_1(a1662) & ~c2_1(a1662))) & (~hskp55 | (ndr1_0 & ~c2_1(a1661) & ~c3_1(a1661) & c1_1(a1661))) & (~hskp50 | (c0_1(a1652) & c2_1(a1652) & c3_1(a1652) & ndr1_0)) & ((ndr1_0 & c1_1(a1651) & ~c2_1(a1651) & c3_1(a1651)) | ~hskp49) & ((ndr1_0 & ~c3_1(a1649) & ~c2_1(a1649) & c0_1(a1649)) | ~hskp48) & ((ndr1_0 & ~c0_1(a1644) & c3_1(a1644) & ~c1_1(a1644)) | ~hskp47) & ((c0_1(a1638) & ~c3_1(a1638) & c1_1(a1638) & ndr1_0) | ~hskp42) & (~hskp41 | (c0_1(a1726) & ~c1_1(a1726) & c2_1(a1726) & ndr1_0)) & ((~c0_1(a1718) & ~c2_1(a1718) & c3_1(a1718) & ndr1_0) | ~hskp38) & ((c2_1(a1714) & ~c1_1(a1714) & c0_1(a1714) & ndr1_0) | ~hskp37) & ((~c2_1(a1712) & ~c1_1(a1712) & ~c0_1(a1712) & ndr1_0) | ~hskp36) & (~hskp34 | (ndr1_0 & c2_1(a1705) & ~c3_1(a1705) & ~c1_1(a1705))) & (~hskp33 | (ndr1_0 & c3_1(a1704) & ~c0_1(a1704) & ~c2_1(a1704))) & (~hskp32 | (ndr1_0 & c0_1(a1701) & ~c3_1(a1701) & c1_1(a1701))) & ((~c3_1(a1695) & c0_1(a1695) & c2_1(a1695) & ndr1_0) | ~hskp29) & ((~c1_1(a1694) & ~c3_1(a1694) & c2_1(a1694) & ndr1_0) | ~hskp28) & ((~c0_1(a1685) & ~c1_1(a1685) & c2_1(a1685) & ndr1_0) | ~hskp23) & (~hskp22 | (~c0_1(a1684) & ~c3_1(a1684) & c2_1(a1684) & ndr1_0)) & ((c3_1(a1683) & ~c1_1(a1683) & c2_1(a1683) & ndr1_0) | ~hskp21) & (~hskp19 | (ndr1_0 & ~c2_1(a1681) & ~c3_1(a1681) & ~c1_1(a1681))) & ((~c1_1(a1680) & ~c0_1(a1680) & ~c3_1(a1680) & ndr1_0) | ~hskp18) & ((~c0_1(a1677) & ~c1_1(a1677) & ~c2_1(a1677) & ndr1_0) | ~hskp16) & ((~c3_1(a1663) & ~c0_1(a1663) & ~c2_1(a1663) & ndr1_0) | ~hskp10) & ((~c1_1(a1660) & ~c0_1(a1660) & ~c3_1(a1660) & ndr1_0) | ~hskp9) & (~hskp8 | (ndr1_0 & c2_1(a1657) & ~c0_1(a1657) & ~c1_1(a1657))) & ((ndr1_0 & c3_1(a1655) & c0_1(a1655) & ~c2_1(a1655)) | ~hskp7) & ((~c2_1(a1650) & ~c3_1(a1650) & ~c1_1(a1650) & ndr1_0) | ~hskp6) & (~hskp5 | (ndr1_0 & ~c0_1(a1648) & ~c1_1(a1648) & c3_1(a1648))) & (~hskp4 | (~c0_1(a1647) & ~c2_1(a1647) & c1_1(a1647) & ndr1_0)) & (~hskp1 | (ndr1_0 & ~c1_1(a1643) & c3_1(a1643) & ~c2_1(a1643))) & (~hskp0 | (ndr1_0 & c0_1(a1637) & ~c2_1(a1637) & c1_1(a1637)))), 0.21/0.47 inference(ennf_transformation,[],[f4])). 0.21/0.47 fof(f4,plain,( 0.21/0.47 ((~c1_1(a1645) & ~c0_1(a1645) & ~c3_1(a1645) & ndr1_0) | ~hskp2) & (~hskp3 | (ndr1_0 & ~c1_1(a1646) & ~c2_1(a1646) & c0_1(a1646))) & ((~c3_1(a1664) & ~c2_1(a1664) & ~c1_1(a1664) & ndr1_0) | ~hskp11) & ((c3_1(a1666) & ~c1_1(a1666) & c2_1(a1666) & ndr1_0) | ~hskp12) & (~hskp13 | (ndr1_0 & c0_1(a1667) & ~c1_1(a1667) & c3_1(a1667))) & ((ndr1_0 & c2_1(a1671) & ~c1_1(a1671) & ~c3_1(a1671)) | ~hskp14) & (~hskp15 | (c3_1(a1672) & c1_1(a1672) & ~c0_1(a1672) & ndr1_0)) & (~hskp17 | (~c0_1(a1678) & ~c2_1(a1678) & ~c1_1(a1678) & ndr1_0)) & ((ndr1_0 & ~c2_1(a1682) & ~c3_1(a1682) & ~c1_1(a1682)) | ~hskp20) & ((ndr1_0 & ~c0_1(a1689) & ~c1_1(a1689) & c3_1(a1689)) | ~hskp24) & (~hskp25 | (c2_1(a1690) & ~c1_1(a1690) & ~c0_1(a1690) & ndr1_0)) & ((~c2_1(a1691) & ~c1_1(a1691) & ~c3_1(a1691) & ndr1_0) | ~hskp26) & ((ndr1_0 & ~c0_1(a1693) & ~c2_1(a1693) & ~c3_1(a1693)) | ~hskp27) & ((c1_1(a1698) & ~c0_1(a1698) & c3_1(a1698) & ndr1_0) | ~hskp30) & ((ndr1_0 & ~c3_1(a1700) & ~c0_1(a1700) & c2_1(a1700)) | ~hskp31) & ((ndr1_0 & ~c0_1(a1706) & ~c1_1(a1706) & ~c3_1(a1706)) | ~hskp35) & ((~c1_1(a1721) & c3_1(a1721) & ~c0_1(a1721) & ndr1_0) | ~hskp39) & (~hskp40 | (c1_1(a1725) & c3_1(a1725) & ~c2_1(a1725) & ndr1_0)) & (~hskp43 | (~c1_1(a1639) & c2_1(a1639) & c0_1(a1639) & ndr1_0)) & (~hskp44 | (ndr1_0 & c2_1(a1640) & c1_1(a1640) & c3_1(a1640))) & (~hskp45 | (ndr1_0 & ~c3_1(a1641) & ~c1_1(a1641) & c2_1(a1641))) & (~hskp46 | (ndr1_0 & ~c2_1(a1642) & c0_1(a1642) & ~c1_1(a1642))) & ((~c0_1(a1653) & c1_1(a1653) & c2_1(a1653) & ndr1_0) | ~hskp51) & ((ndr1_0 & c0_1(a1654) & c2_1(a1654) & c3_1(a1654)) | ~hskp52) & ((c0_1(a1656) & c2_1(a1656) & ~c3_1(a1656) & ndr1_0) | ~hskp53) & (~hskp54 | (ndr1_0 & c3_1(a1658) & c1_1(a1658) & ~c0_1(a1658))) & (~hskp57 | (ndr1_0 & ~c1_1(a1665) & c3_1(a1665) & c0_1(a1665))) & (~hskp59 | (c0_1(a1669) & ~c2_1(a1669) & c3_1(a1669) & ndr1_0)) & (~hskp62 | (ndr1_0 & ~c3_1(a1675) & c1_1(a1675) & c0_1(a1675))) & (~hskp63 | (~c0_1(a1676) & c3_1(a1676) & c2_1(a1676) & ndr1_0)) & ((~c2_1(a1692) & c0_1(a1692) & ~c1_1(a1692) & ndr1_0) | ~hskp66) & ((~c0_1(a1710) & c1_1(a1710) & ~c3_1(a1710) & ndr1_0) | ~hskp70) & ((ndr1_0 & ~c2_1(a1715) & c1_1(a1715) & c3_1(a1715)) | ~hskp72) & (~hskp75 | (~c2_1(a1724) & c3_1(a1724) & c0_1(a1724) & ndr1_0)) & (hskp0 | ! [X0] : (ndr1_0 => (~c0_1(X0) | c3_1(X0) | ~c2_1(X0))) | hskp42) & (hskp45 | hskp44 | hskp43) & (! [X1] : (ndr1_0 => (c1_1(X1) | ~c0_1(X1) | c2_1(X1))) | hskp1 | ! [X2] : (ndr1_0 => (c0_1(X2) | c3_1(X2) | c2_1(X2)))) & (hskp3 | hskp2 | hskp47) & (! [X3] : (ndr1_0 => (c2_1(X3) | ~c1_1(X3) | c0_1(X3))) | ! [X4] : (ndr1_0 => (c2_1(X4) | c0_1(X4) | c1_1(X4))) | hskp49) & (hskp51 | ! [X5] : (ndr1_0 => (~c0_1(X5) | ~c2_1(X5) | ~c1_1(X5))) | hskp50) & (! [X6] : (ndr1_0 => (~c0_1(X6) | ~c2_1(X6) | ~c3_1(X6))) | ! [X7] : (ndr1_0 => (~c0_1(X7) | c1_1(X7) | ~c2_1(X7))) | ! [X8] : (ndr1_0 => (c0_1(X8) | c3_1(X8) | c2_1(X8)))) & (hskp2 | ! [X9] : (ndr1_0 => (c3_1(X9) | ~c0_1(X9) | ~c1_1(X9))) | ! [X10] : (ndr1_0 => (c3_1(X10) | c1_1(X10) | ~c0_1(X10)))) & (hskp55 | ! [X11] : (ndr1_0 => (~c2_1(X11) | c3_1(X11) | ~c0_1(X11))) | hskp9) & (! [X12] : (ndr1_0 => (c2_1(X12) | c0_1(X12) | c3_1(X12))) | hskp10 | hskp56) & (hskp60 | ! [X13] : (ndr1_0 => (~c3_1(X13) | c1_1(X13) | c0_1(X13))) | ! [X14] : (ndr1_0 => (c3_1(X14) | c1_1(X14) | ~c2_1(X14)))) & (hskp61 | hskp62 | ! [X15] : (ndr1_0 => (~c1_1(X15) | c0_1(X15) | ~c3_1(X15)))) & (hskp16 | hskp17 | ! [X16] : (ndr1_0 => (~c0_1(X16) | c1_1(X16) | ~c3_1(X16)))) & (hskp21 | ! [X17] : (ndr1_0 => (c3_1(X17) | c2_1(X17) | ~c1_1(X17))) | ! [X18] : (ndr1_0 => (~c1_1(X18) | c0_1(X18) | c2_1(X18)))) & (hskp23 | hskp65 | hskp64) & (! [X19] : (ndr1_0 => (~c3_1(X19) | ~c0_1(X19) | ~c2_1(X19))) | hskp26 | ! [X20] : (ndr1_0 => (~c3_1(X20) | c1_1(X20) | ~c2_1(X20)))) & (hskp28 | hskp27 | hskp66) & (! [X21] : (ndr1_0 => (~c3_1(X21) | c1_1(X21) | c0_1(X21))) | hskp30 | ! [X22] : (ndr1_0 => (c2_1(X22) | ~c1_1(X22) | ~c0_1(X22)))) & (hskp67 | ! [X23] : (ndr1_0 => (~c3_1(X23) | c1_1(X23) | ~c0_1(X23))) | ! [X24] : (ndr1_0 => (c1_1(X24) | ~c2_1(X24) | ~c3_1(X24)))) & (! [X25] : (ndr1_0 => (~c0_1(X25) | ~c3_1(X25) | c2_1(X25))) | hskp33 | hskp61) & (! [X26] : (ndr1_0 => (~c0_1(X26) | ~c2_1(X26) | c1_1(X26))) | ! [X27] : (ndr1_0 => (c2_1(X27) | ~c3_1(X27) | ~c1_1(X27))) | hskp34) & (! [X28] : (ndr1_0 => (c2_1(X28) | ~c1_1(X28) | ~c3_1(X28))) | hskp13 | ! [X29] : (ndr1_0 => (~c1_1(X29) | ~c3_1(X29) | ~c0_1(X29)))) & (! [X30] : (ndr1_0 => (c2_1(X30) | c3_1(X30) | c0_1(X30))) | ! [X31] : (ndr1_0 => (c1_1(X31) | ~c2_1(X31) | c0_1(X31))) | hskp70) & (! [X32] : (ndr1_0 => (c2_1(X32) | ~c3_1(X32) | ~c1_1(X32))) | hskp0 | ! [X33] : (ndr1_0 => (~c1_1(X33) | ~c0_1(X33) | ~c2_1(X33)))) & (! [X34] : (ndr1_0 => (~c1_1(X34) | c0_1(X34) | c2_1(X34))) | hskp36 | hskp71) & (hskp73 | ! [X35] : (ndr1_0 => (~c3_1(X35) | ~c2_1(X35) | c1_1(X35))) | ! [X36] : (ndr1_0 => (c0_1(X36) | ~c3_1(X36) | ~c1_1(X36)))) & (hskp38 | ! [X37] : (ndr1_0 => (~c3_1(X37) | ~c2_1(X37) | ~c0_1(X37))) | hskp74) & (! [X38] : (ndr1_0 => (~c3_1(X38) | ~c0_1(X38) | ~c1_1(X38))) | ! [X39] : (ndr1_0 => (c2_1(X39) | c3_1(X39) | ~c0_1(X39))) | hskp47) & (! [X40] : (ndr1_0 => (~c2_1(X40) | c3_1(X40) | ~c1_1(X40))) | ! [X41] : (ndr1_0 => (~c3_1(X41) | c1_1(X41) | c2_1(X41))) | hskp75) & (hskp40 | ! [X42] : (ndr1_0 => (~c1_1(X42) | ~c3_1(X42) | ~c0_1(X42))) | ! [X43] : (ndr1_0 => (~c2_1(X43) | c3_1(X43) | c1_1(X43)))) & (hskp30 | hskp41 | ! [X44] : (ndr1_0 => (c2_1(X44) | c0_1(X44) | ~c1_1(X44)))) & (! [X45] : (ndr1_0 => (~c0_1(X45) | ~c1_1(X45) | c2_1(X45))) | ! [X46] : (ndr1_0 => (c3_1(X46) | c2_1(X46) | ~c0_1(X46))) | hskp61) & (! [X47] : (ndr1_0 => (c0_1(X47) | ~c3_1(X47) | c1_1(X47))) | ! [X48] : (ndr1_0 => (~c0_1(X48) | c1_1(X48) | ~c3_1(X48))) | hskp29) & (! [X49] : (ndr1_0 => (~c0_1(X49) | ~c3_1(X49) | c2_1(X49))) | ! [X50] : (ndr1_0 => (~c3_1(X50) | ~c2_1(X50) | c0_1(X50))) | hskp39) & (! [X51] : (ndr1_0 => (c3_1(X51) | c1_1(X51) | ~c2_1(X51))) | hskp57 | ! [X52] : (ndr1_0 => (c3_1(X52) | ~c0_1(X52) | c2_1(X52)))) & (! [X53] : (ndr1_0 => (~c3_1(X53) | c2_1(X53) | c1_1(X53))) | ! [X54] : (ndr1_0 => (c2_1(X54) | c1_1(X54) | ~c0_1(X54))) | ! [X55] : (ndr1_0 => (~c1_1(X55) | ~c0_1(X55) | ~c3_1(X55)))) & (! [X56] : (ndr1_0 => (c3_1(X56) | c2_1(X56) | c0_1(X56))) | hskp72 | hskp37) & (! [X57] : (ndr1_0 => (~c0_1(X57) | ~c2_1(X57) | c3_1(X57))) | ! [X58] : (ndr1_0 => (c0_1(X58) | c2_1(X58) | c1_1(X58))) | ! [X59] : (ndr1_0 => (c1_1(X59) | c3_1(X59) | c2_1(X59)))) & (hskp69 | ! [X60] : (ndr1_0 => (~c1_1(X60) | c2_1(X60) | c3_1(X60))) | ! [X61] : (ndr1_0 => (~c3_1(X61) | c0_1(X61) | c1_1(X61)))) & (hskp35 | ! [X62] : (ndr1_0 => (~c1_1(X62) | c2_1(X62) | c0_1(X62))) | hskp68) & (hskp31 | hskp32 | hskp63) & (hskp29 | hskp52 | hskp53) & (hskp25 | ! [X63] : (ndr1_0 => (c1_1(X63) | c3_1(X63) | c0_1(X63))) | ! [X64] : (ndr1_0 => (~c3_1(X64) | c0_1(X64) | ~c1_1(X64)))) & (hskp24 | ! [X65] : (ndr1_0 => (~c3_1(X65) | c1_1(X65) | c0_1(X65))) | hskp61) & (! [X66] : (ndr1_0 => (~c2_1(X66) | c0_1(X66) | c3_1(X66))) | hskp22 | ! [X67] : (ndr1_0 => (c3_1(X67) | ~c0_1(X67) | c2_1(X67)))) & (hskp19 | ! [X68] : (ndr1_0 => (~c1_1(X68) | c3_1(X68) | ~c0_1(X68))) | hskp20) & (! [X69] : (ndr1_0 => (~c2_1(X69) | c3_1(X69) | c1_1(X69))) | hskp18 | hskp60) & (! [X70] : (ndr1_0 => (~c3_1(X70) | ~c1_1(X70) | ~c2_1(X70))) | ! [X71] : (ndr1_0 => (~c0_1(X71) | ~c3_1(X71) | c1_1(X71))) | hskp63) & (! [X72] : (ndr1_0 => (~c0_1(X72) | c1_1(X72) | ~c3_1(X72))) | ! [X73] : (ndr1_0 => (c0_1(X73) | ~c3_1(X73) | c1_1(X73))) | ! [X74] : (ndr1_0 => (c3_1(X74) | ~c2_1(X74) | ~c1_1(X74)))) & (! [X75] : (ndr1_0 => (~c3_1(X75) | c0_1(X75) | c2_1(X75))) | ! [X76] : (ndr1_0 => (c2_1(X76) | ~c0_1(X76) | ~c3_1(X76))) | ! [X77] : (ndr1_0 => (~c2_1(X77) | ~c3_1(X77) | c1_1(X77)))) & (hskp14 | hskp15 | hskp10) & (hskp58 | ! [X78] : (ndr1_0 => (c1_1(X78) | ~c0_1(X78) | c2_1(X78))) | hskp59) & (hskp12 | hskp13 | ! [X79] : (ndr1_0 => (~c2_1(X79) | ~c3_1(X79) | ~c1_1(X79)))) & (hskp11 | hskp57 | ! [X80] : (ndr1_0 => (~c0_1(X80) | ~c3_1(X80) | c2_1(X80)))) & (! [X81] : (ndr1_0 => (c3_1(X81) | c1_1(X81) | ~c0_1(X81))) | ! [X82] : (ndr1_0 => (~c3_1(X82) | ~c0_1(X82) | c2_1(X82))) | ! [X83] : (ndr1_0 => (~c3_1(X83) | c0_1(X83) | c2_1(X83)))) & (hskp53 | hskp54 | hskp8) & (hskp52 | ! [X84] : (ndr1_0 => (~c2_1(X84) | c3_1(X84) | ~c0_1(X84))) | hskp7) & (! [X85] : (ndr1_0 => (~c3_1(X85) | c2_1(X85) | ~c0_1(X85))) | hskp48 | hskp6) & (! [X86] : (ndr1_0 => (c1_1(X86) | ~c3_1(X86) | c0_1(X86))) | hskp5 | hskp4) & (! [X87] : (ndr1_0 => (c0_1(X87) | ~c1_1(X87) | c2_1(X87))) | hskp46 | ! [X88] : (ndr1_0 => (~c2_1(X88) | c0_1(X88) | ~c3_1(X88)))) & (~hskp74 | (c0_1(a1717) & c2_1(a1717) & ~c3_1(a1717) & ndr1_0)) & ((c2_1(a1716) & ~c3_1(a1716) & c0_1(a1716) & ndr1_0) | ~hskp73) & ((ndr1_0 & c0_1(a1713) & c3_1(a1713) & ~c2_1(a1713)) | ~hskp71) & (~hskp69 | (ndr1_0 & c0_1(a1709) & c3_1(a1709) & ~c1_1(a1709))) & (~hskp68 | (~c1_1(a1707) & c0_1(a1707) & c3_1(a1707) & ndr1_0)) & (~hskp67 | (ndr1_0 & c3_1(a1702) & c2_1(a1702) & c1_1(a1702))) & ((~c3_1(a1687) & ~c0_1(a1687) & c2_1(a1687) & ndr1_0) | ~hskp65) & (~hskp64 | (~c3_1(a1686) & c0_1(a1686) & ~c1_1(a1686) & ndr1_0)) & ((c3_1(a1674) & ~c2_1(a1674) & ~c1_1(a1674) & ndr1_0) | ~hskp61) & (~hskp60 | (c3_1(a1673) & c2_1(a1673) & ~c1_1(a1673) & ndr1_0)) & ((c3_1(a1668) & ~c1_1(a1668) & ~c0_1(a1668) & ndr1_0) | ~hskp58) & (~hskp56 | (ndr1_0 & c0_1(a1662) & c1_1(a1662) & ~c2_1(a1662))) & (~hskp55 | (ndr1_0 & ~c2_1(a1661) & ~c3_1(a1661) & c1_1(a1661))) & (~hskp50 | (c0_1(a1652) & c2_1(a1652) & c3_1(a1652) & ndr1_0)) & ((ndr1_0 & c1_1(a1651) & ~c2_1(a1651) & c3_1(a1651)) | ~hskp49) & ((ndr1_0 & ~c3_1(a1649) & ~c2_1(a1649) & c0_1(a1649)) | ~hskp48) & ((ndr1_0 & ~c0_1(a1644) & c3_1(a1644) & ~c1_1(a1644)) | ~hskp47) & ((c0_1(a1638) & ~c3_1(a1638) & c1_1(a1638) & ndr1_0) | ~hskp42) & (~hskp41 | (c0_1(a1726) & ~c1_1(a1726) & c2_1(a1726) & ndr1_0)) & ((~c0_1(a1718) & ~c2_1(a1718) & c3_1(a1718) & ndr1_0) | ~hskp38) & ((c2_1(a1714) & ~c1_1(a1714) & c0_1(a1714) & ndr1_0) | ~hskp37) & ((~c2_1(a1712) & ~c1_1(a1712) & ~c0_1(a1712) & ndr1_0) | ~hskp36) & (~hskp34 | (ndr1_0 & c2_1(a1705) & ~c3_1(a1705) & ~c1_1(a1705))) & (~hskp33 | (ndr1_0 & c3_1(a1704) & ~c0_1(a1704) & ~c2_1(a1704))) & (~hskp32 | (ndr1_0 & c0_1(a1701) & ~c3_1(a1701) & c1_1(a1701))) & ((~c3_1(a1695) & c0_1(a1695) & c2_1(a1695) & ndr1_0) | ~hskp29) & ((~c1_1(a1694) & ~c3_1(a1694) & c2_1(a1694) & ndr1_0) | ~hskp28) & ((~c0_1(a1685) & ~c1_1(a1685) & c2_1(a1685) & ndr1_0) | ~hskp23) & (~hskp22 | (~c0_1(a1684) & ~c3_1(a1684) & c2_1(a1684) & ndr1_0)) & ((c3_1(a1683) & ~c1_1(a1683) & c2_1(a1683) & ndr1_0) | ~hskp21) & (~hskp19 | (ndr1_0 & ~c2_1(a1681) & ~c3_1(a1681) & ~c1_1(a1681))) & ((~c1_1(a1680) & ~c0_1(a1680) & ~c3_1(a1680) & ndr1_0) | ~hskp18) & ((~c0_1(a1677) & ~c1_1(a1677) & ~c2_1(a1677) & ndr1_0) | ~hskp16) & ((~c3_1(a1663) & ~c0_1(a1663) & ~c2_1(a1663) & ndr1_0) | ~hskp10) & ((~c1_1(a1660) & ~c0_1(a1660) & ~c3_1(a1660) & ndr1_0) | ~hskp9) & (~hskp8 | (ndr1_0 & c2_1(a1657) & ~c0_1(a1657) & ~c1_1(a1657))) & ((ndr1_0 & c3_1(a1655) & c0_1(a1655) & ~c2_1(a1655)) | ~hskp7) & ((~c2_1(a1650) & ~c3_1(a1650) & ~c1_1(a1650) & ndr1_0) | ~hskp6) & (~hskp5 | (ndr1_0 & ~c0_1(a1648) & ~c1_1(a1648) & c3_1(a1648))) & (~hskp4 | (~c0_1(a1647) & ~c2_1(a1647) & c1_1(a1647) & ndr1_0)) & (~hskp1 | (ndr1_0 & ~c1_1(a1643) & c3_1(a1643) & ~c2_1(a1643))) & (~hskp0 | (ndr1_0 & c0_1(a1637) & ~c2_1(a1637) & c1_1(a1637)))), 0.21/0.47 inference(flattening,[],[f3])). 0.21/0.47 fof(f3,plain,( 0.21/0.47 ~~(((~c1_1(a1645) & ~c0_1(a1645) & ~c3_1(a1645) & ndr1_0) | ~hskp2) & (~hskp3 | (ndr1_0 & ~c1_1(a1646) & ~c2_1(a1646) & c0_1(a1646))) & ((~c3_1(a1664) & ~c2_1(a1664) & ~c1_1(a1664) & ndr1_0) | ~hskp11) & ((c3_1(a1666) & ~c1_1(a1666) & c2_1(a1666) & ndr1_0) | ~hskp12) & (~hskp13 | (ndr1_0 & c0_1(a1667) & ~c1_1(a1667) & c3_1(a1667))) & ((ndr1_0 & c2_1(a1671) & ~c1_1(a1671) & ~c3_1(a1671)) | ~hskp14) & (~hskp15 | (c3_1(a1672) & c1_1(a1672) & ~c0_1(a1672) & ndr1_0)) & (~hskp17 | (~c0_1(a1678) & ~c2_1(a1678) & ~c1_1(a1678) & ndr1_0)) & ((ndr1_0 & ~c2_1(a1682) & ~c3_1(a1682) & ~c1_1(a1682)) | ~hskp20) & ((ndr1_0 & ~c0_1(a1689) & ~c1_1(a1689) & c3_1(a1689)) | ~hskp24) & (~hskp25 | (c2_1(a1690) & ~c1_1(a1690) & ~c0_1(a1690) & ndr1_0)) & ((~c2_1(a1691) & ~c1_1(a1691) & ~c3_1(a1691) & ndr1_0) | ~hskp26) & ((ndr1_0 & ~c0_1(a1693) & ~c2_1(a1693) & ~c3_1(a1693)) | ~hskp27) & ((c1_1(a1698) & ~c0_1(a1698) & c3_1(a1698) & ndr1_0) | ~hskp30) & ((ndr1_0 & ~c3_1(a1700) & ~c0_1(a1700) & c2_1(a1700)) | ~hskp31) & ((ndr1_0 & ~c0_1(a1706) & ~c1_1(a1706) & ~c3_1(a1706)) | ~hskp35) & ((~c1_1(a1721) & c3_1(a1721) & ~c0_1(a1721) & ndr1_0) | ~hskp39) & (~hskp40 | (c1_1(a1725) & c3_1(a1725) & ~c2_1(a1725) & ndr1_0)) & (~hskp43 | (~c1_1(a1639) & c2_1(a1639) & c0_1(a1639) & ndr1_0)) & (~hskp44 | (ndr1_0 & c2_1(a1640) & c1_1(a1640) & c3_1(a1640))) & (~hskp45 | (ndr1_0 & ~c3_1(a1641) & ~c1_1(a1641) & c2_1(a1641))) & (~hskp46 | (ndr1_0 & ~c2_1(a1642) & c0_1(a1642) & ~c1_1(a1642))) & ((~c0_1(a1653) & c1_1(a1653) & c2_1(a1653) & ndr1_0) | ~hskp51) & ((ndr1_0 & c0_1(a1654) & c2_1(a1654) & c3_1(a1654)) | ~hskp52) & ((c0_1(a1656) & c2_1(a1656) & ~c3_1(a1656) & ndr1_0) | ~hskp53) & (~hskp54 | (ndr1_0 & c3_1(a1658) & c1_1(a1658) & ~c0_1(a1658))) & (~hskp57 | (ndr1_0 & ~c1_1(a1665) & c3_1(a1665) & c0_1(a1665))) & (~hskp59 | (c0_1(a1669) & ~c2_1(a1669) & c3_1(a1669) & ndr1_0)) & (~hskp62 | (ndr1_0 & ~c3_1(a1675) & c1_1(a1675) & c0_1(a1675))) & (~hskp63 | (~c0_1(a1676) & c3_1(a1676) & c2_1(a1676) & ndr1_0)) & ((~c2_1(a1692) & c0_1(a1692) & ~c1_1(a1692) & ndr1_0) | ~hskp66) & ((~c0_1(a1710) & c1_1(a1710) & ~c3_1(a1710) & ndr1_0) | ~hskp70) & ((ndr1_0 & ~c2_1(a1715) & c1_1(a1715) & c3_1(a1715)) | ~hskp72) & (~hskp75 | (~c2_1(a1724) & c3_1(a1724) & c0_1(a1724) & ndr1_0)) & (hskp0 | ! [X0] : (ndr1_0 => (~c0_1(X0) | c3_1(X0) | ~c2_1(X0))) | hskp42) & (hskp45 | hskp44 | hskp43) & (! [X1] : (ndr1_0 => (c1_1(X1) | ~c0_1(X1) | c2_1(X1))) | hskp1 | ! [X2] : (ndr1_0 => (c0_1(X2) | c3_1(X2) | c2_1(X2)))) & (hskp3 | hskp2 | hskp47) & (! [X3] : (ndr1_0 => (c2_1(X3) | ~c1_1(X3) | c0_1(X3))) | ! [X4] : (ndr1_0 => (c2_1(X4) | c0_1(X4) | c1_1(X4))) | hskp49) & (hskp51 | ! [X5] : (ndr1_0 => (~c0_1(X5) | ~c2_1(X5) | ~c1_1(X5))) | hskp50) & (! [X6] : (ndr1_0 => (~c0_1(X6) | ~c2_1(X6) | ~c3_1(X6))) | ! [X7] : (ndr1_0 => (~c0_1(X7) | c1_1(X7) | ~c2_1(X7))) | ! [X8] : (ndr1_0 => (c0_1(X8) | c3_1(X8) | c2_1(X8)))) & (hskp2 | ! [X9] : (ndr1_0 => (c3_1(X9) | ~c0_1(X9) | ~c1_1(X9))) | ! [X10] : (ndr1_0 => (c3_1(X10) | c1_1(X10) | ~c0_1(X10)))) & (hskp55 | ! [X11] : (ndr1_0 => (~c2_1(X11) | c3_1(X11) | ~c0_1(X11))) | hskp9) & (! [X12] : (ndr1_0 => (c2_1(X12) | c0_1(X12) | c3_1(X12))) | hskp10 | hskp56) & (hskp60 | ! [X13] : (ndr1_0 => (~c3_1(X13) | c1_1(X13) | c0_1(X13))) | ! [X14] : (ndr1_0 => (c3_1(X14) | c1_1(X14) | ~c2_1(X14)))) & (hskp61 | hskp62 | ! [X15] : (ndr1_0 => (~c1_1(X15) | c0_1(X15) | ~c3_1(X15)))) & (hskp16 | hskp17 | ! [X16] : (ndr1_0 => (~c0_1(X16) | c1_1(X16) | ~c3_1(X16)))) & (hskp21 | ! [X17] : (ndr1_0 => (c3_1(X17) | c2_1(X17) | ~c1_1(X17))) | ! [X18] : (ndr1_0 => (~c1_1(X18) | c0_1(X18) | c2_1(X18)))) & (hskp23 | hskp65 | hskp64) & (! [X19] : (ndr1_0 => (~c3_1(X19) | ~c0_1(X19) | ~c2_1(X19))) | hskp26 | ! [X20] : (ndr1_0 => (~c3_1(X20) | c1_1(X20) | ~c2_1(X20)))) & (hskp28 | hskp27 | hskp66) & (! [X21] : (ndr1_0 => (~c3_1(X21) | c1_1(X21) | c0_1(X21))) | hskp30 | ! [X22] : (ndr1_0 => (c2_1(X22) | ~c1_1(X22) | ~c0_1(X22)))) & (hskp67 | ! [X23] : (ndr1_0 => (~c3_1(X23) | c1_1(X23) | ~c0_1(X23))) | ! [X24] : (ndr1_0 => (c1_1(X24) | ~c2_1(X24) | ~c3_1(X24)))) & (! [X25] : (ndr1_0 => (~c0_1(X25) | ~c3_1(X25) | c2_1(X25))) | hskp33 | hskp61) & (! [X26] : (ndr1_0 => (~c0_1(X26) | ~c2_1(X26) | c1_1(X26))) | ! [X27] : (ndr1_0 => (c2_1(X27) | ~c3_1(X27) | ~c1_1(X27))) | hskp34) & (! [X28] : (ndr1_0 => (c2_1(X28) | ~c1_1(X28) | ~c3_1(X28))) | hskp13 | ! [X29] : (ndr1_0 => (~c1_1(X29) | ~c3_1(X29) | ~c0_1(X29)))) & (! [X30] : (ndr1_0 => (c2_1(X30) | c3_1(X30) | c0_1(X30))) | ! [X31] : (ndr1_0 => (c1_1(X31) | ~c2_1(X31) | c0_1(X31))) | hskp70) & (! [X32] : (ndr1_0 => (c2_1(X32) | ~c3_1(X32) | ~c1_1(X32))) | hskp0 | ! [X33] : (ndr1_0 => (~c1_1(X33) | ~c0_1(X33) | ~c2_1(X33)))) & (! [X34] : (ndr1_0 => (~c1_1(X34) | c0_1(X34) | c2_1(X34))) | hskp36 | hskp71) & (hskp73 | ! [X35] : (ndr1_0 => (~c3_1(X35) | ~c2_1(X35) | c1_1(X35))) | ! [X36] : (ndr1_0 => (c0_1(X36) | ~c3_1(X36) | ~c1_1(X36)))) & (hskp38 | ! [X37] : (ndr1_0 => (~c3_1(X37) | ~c2_1(X37) | ~c0_1(X37))) | hskp74) & (! [X38] : (ndr1_0 => (~c3_1(X38) | ~c0_1(X38) | ~c1_1(X38))) | ! [X39] : (ndr1_0 => (c2_1(X39) | c3_1(X39) | ~c0_1(X39))) | hskp47) & (! [X40] : (ndr1_0 => (~c2_1(X40) | c3_1(X40) | ~c1_1(X40))) | ! [X41] : (ndr1_0 => (~c3_1(X41) | c1_1(X41) | c2_1(X41))) | hskp75) & (hskp40 | ! [X42] : (ndr1_0 => (~c1_1(X42) | ~c3_1(X42) | ~c0_1(X42))) | ! [X43] : (ndr1_0 => (~c2_1(X43) | c3_1(X43) | c1_1(X43)))) & (hskp30 | hskp41 | ! [X44] : (ndr1_0 => (c2_1(X44) | c0_1(X44) | ~c1_1(X44)))) & (! [X45] : (ndr1_0 => (~c0_1(X45) | ~c1_1(X45) | c2_1(X45))) | ! [X46] : (ndr1_0 => (c3_1(X46) | c2_1(X46) | ~c0_1(X46))) | hskp61) & (! [X47] : (ndr1_0 => (c0_1(X47) | ~c3_1(X47) | c1_1(X47))) | ! [X48] : (ndr1_0 => (~c0_1(X48) | c1_1(X48) | ~c3_1(X48))) | hskp29) & (! [X49] : (ndr1_0 => (~c0_1(X49) | ~c3_1(X49) | c2_1(X49))) | ! [X50] : (ndr1_0 => (~c3_1(X50) | ~c2_1(X50) | c0_1(X50))) | hskp39) & (! [X51] : (ndr1_0 => (c3_1(X51) | c1_1(X51) | ~c2_1(X51))) | hskp57 | ! [X52] : (ndr1_0 => (c3_1(X52) | ~c0_1(X52) | c2_1(X52)))) & (! [X53] : (ndr1_0 => (~c3_1(X53) | c2_1(X53) | c1_1(X53))) | ! [X54] : (ndr1_0 => (c2_1(X54) | c1_1(X54) | ~c0_1(X54))) | ! [X55] : (ndr1_0 => (~c1_1(X55) | ~c0_1(X55) | ~c3_1(X55)))) & (! [X56] : (ndr1_0 => (c3_1(X56) | c2_1(X56) | c0_1(X56))) | hskp72 | hskp37) & (! [X57] : (ndr1_0 => (~c0_1(X57) | ~c2_1(X57) | c3_1(X57))) | ! [X58] : (ndr1_0 => (c0_1(X58) | c2_1(X58) | c1_1(X58))) | ! [X59] : (ndr1_0 => (c1_1(X59) | c3_1(X59) | c2_1(X59)))) & (hskp69 | ! [X60] : (ndr1_0 => (~c1_1(X60) | c2_1(X60) | c3_1(X60))) | ! [X61] : (ndr1_0 => (~c3_1(X61) | c0_1(X61) | c1_1(X61)))) & (hskp35 | ! [X62] : (ndr1_0 => (~c1_1(X62) | c2_1(X62) | c0_1(X62))) | hskp68) & (hskp31 | hskp32 | hskp63) & (hskp29 | hskp52 | hskp53) & (hskp25 | ! [X63] : (ndr1_0 => (c1_1(X63) | c3_1(X63) | c0_1(X63))) | ! [X64] : (ndr1_0 => (~c3_1(X64) | c0_1(X64) | ~c1_1(X64)))) & (hskp24 | ! [X65] : (ndr1_0 => (~c3_1(X65) | c1_1(X65) | c0_1(X65))) | hskp61) & (! [X66] : (ndr1_0 => (~c2_1(X66) | c0_1(X66) | c3_1(X66))) | hskp22 | ! [X67] : (ndr1_0 => (c3_1(X67) | ~c0_1(X67) | c2_1(X67)))) & (hskp19 | ! [X68] : (ndr1_0 => (~c1_1(X68) | c3_1(X68) | ~c0_1(X68))) | hskp20) & (! [X69] : (ndr1_0 => (~c2_1(X69) | c3_1(X69) | c1_1(X69))) | hskp18 | hskp60) & (! [X70] : (ndr1_0 => (~c3_1(X70) | ~c1_1(X70) | ~c2_1(X70))) | ! [X71] : (ndr1_0 => (~c0_1(X71) | ~c3_1(X71) | c1_1(X71))) | hskp63) & (! [X72] : (ndr1_0 => (~c0_1(X72) | c1_1(X72) | ~c3_1(X72))) | ! [X73] : (ndr1_0 => (c0_1(X73) | ~c3_1(X73) | c1_1(X73))) | ! [X74] : (ndr1_0 => (c3_1(X74) | ~c2_1(X74) | ~c1_1(X74)))) & (! [X75] : (ndr1_0 => (~c3_1(X75) | c0_1(X75) | c2_1(X75))) | ! [X76] : (ndr1_0 => (c2_1(X76) | ~c0_1(X76) | ~c3_1(X76))) | ! [X77] : (ndr1_0 => (~c2_1(X77) | ~c3_1(X77) | c1_1(X77)))) & (hskp14 | hskp15 | hskp10) & (hskp58 | ! [X78] : (ndr1_0 => (c1_1(X78) | ~c0_1(X78) | c2_1(X78))) | hskp59) & (hskp12 | hskp13 | ! [X79] : (ndr1_0 => (~c2_1(X79) | ~c3_1(X79) | ~c1_1(X79)))) & (hskp11 | hskp57 | ! [X80] : (ndr1_0 => (~c0_1(X80) | ~c3_1(X80) | c2_1(X80)))) & (! [X81] : (ndr1_0 => (c3_1(X81) | c1_1(X81) | ~c0_1(X81))) | ! [X82] : (ndr1_0 => (~c3_1(X82) | ~c0_1(X82) | c2_1(X82))) | ! [X83] : (ndr1_0 => (~c3_1(X83) | c0_1(X83) | c2_1(X83)))) & (hskp53 | hskp54 | hskp8) & (hskp52 | ! [X84] : (ndr1_0 => (~c2_1(X84) | c3_1(X84) | ~c0_1(X84))) | hskp7) & (! [X85] : (ndr1_0 => (~c3_1(X85) | c2_1(X85) | ~c0_1(X85))) | hskp48 | hskp6) & (! [X86] : (ndr1_0 => (c1_1(X86) | ~c3_1(X86) | c0_1(X86))) | hskp5 | hskp4) & (! [X87] : (ndr1_0 => (c0_1(X87) | ~c1_1(X87) | c2_1(X87))) | hskp46 | ! [X88] : (ndr1_0 => (~c2_1(X88) | c0_1(X88) | ~c3_1(X88)))) & (~hskp74 | (c0_1(a1717) & c2_1(a1717) & ~c3_1(a1717) & ndr1_0)) & ((c2_1(a1716) & ~c3_1(a1716) & c0_1(a1716) & ndr1_0) | ~hskp73) & ((ndr1_0 & c0_1(a1713) & c3_1(a1713) & ~c2_1(a1713)) | ~hskp71) & (~hskp69 | (ndr1_0 & c0_1(a1709) & c3_1(a1709) & ~c1_1(a1709))) & (~hskp68 | (~c1_1(a1707) & c0_1(a1707) & c3_1(a1707) & ndr1_0)) & (~hskp67 | (ndr1_0 & c3_1(a1702) & c2_1(a1702) & c1_1(a1702))) & ((~c3_1(a1687) & ~c0_1(a1687) & c2_1(a1687) & ndr1_0) | ~hskp65) & (~hskp64 | (~c3_1(a1686) & c0_1(a1686) & ~c1_1(a1686) & ndr1_0)) & ((c3_1(a1674) & ~c2_1(a1674) & ~c1_1(a1674) & ndr1_0) | ~hskp61) & (~hskp60 | (c3_1(a1673) & c2_1(a1673) & ~c1_1(a1673) & ndr1_0)) & ((c3_1(a1668) & ~c1_1(a1668) & ~c0_1(a1668) & ndr1_0) | ~hskp58) & (~hskp56 | (ndr1_0 & c0_1(a1662) & c1_1(a1662) & ~c2_1(a1662))) & (~hskp55 | (ndr1_0 & ~c2_1(a1661) & ~c3_1(a1661) & c1_1(a1661))) & (~hskp50 | (c0_1(a1652) & c2_1(a1652) & c3_1(a1652) & ndr1_0)) & ((ndr1_0 & c1_1(a1651) & ~c2_1(a1651) & c3_1(a1651)) | ~hskp49) & ((ndr1_0 & ~c3_1(a1649) & ~c2_1(a1649) & c0_1(a1649)) | ~hskp48) & ((ndr1_0 & ~c0_1(a1644) & c3_1(a1644) & ~c1_1(a1644)) | ~hskp47) & ((c0_1(a1638) & ~c3_1(a1638) & c1_1(a1638) & ndr1_0) | ~hskp42) & (~hskp41 | (c0_1(a1726) & ~c1_1(a1726) & c2_1(a1726) & ndr1_0)) & ((~c0_1(a1718) & ~c2_1(a1718) & c3_1(a1718) & ndr1_0) | ~hskp38) & ((c2_1(a1714) & ~c1_1(a1714) & c0_1(a1714) & ndr1_0) | ~hskp37) & ((~c2_1(a1712) & ~c1_1(a1712) & ~c0_1(a1712) & ndr1_0) | ~hskp36) & (~hskp34 | (ndr1_0 & c2_1(a1705) & ~c3_1(a1705) & ~c1_1(a1705))) & (~hskp33 | (ndr1_0 & c3_1(a1704) & ~c0_1(a1704) & ~c2_1(a1704))) & (~hskp32 | (ndr1_0 & c0_1(a1701) & ~c3_1(a1701) & c1_1(a1701))) & ((~c3_1(a1695) & c0_1(a1695) & c2_1(a1695) & ndr1_0) | ~hskp29) & ((~c1_1(a1694) & ~c3_1(a1694) & c2_1(a1694) & ndr1_0) | ~hskp28) & ((~c0_1(a1685) & ~c1_1(a1685) & c2_1(a1685) & ndr1_0) | ~hskp23) & (~hskp22 | (~c0_1(a1684) & ~c3_1(a1684) & c2_1(a1684) & ndr1_0)) & ((c3_1(a1683) & ~c1_1(a1683) & c2_1(a1683) & ndr1_0) | ~hskp21) & (~hskp19 | (ndr1_0 & ~c2_1(a1681) & ~c3_1(a1681) & ~c1_1(a1681))) & ((~c1_1(a1680) & ~c0_1(a1680) & ~c3_1(a1680) & ndr1_0) | ~hskp18) & ((~c0_1(a1677) & ~c1_1(a1677) & ~c2_1(a1677) & ndr1_0) | ~hskp16) & ((~c3_1(a1663) & ~c0_1(a1663) & ~c2_1(a1663) & ndr1_0) | ~hskp10) & ((~c1_1(a1660) & ~c0_1(a1660) & ~c3_1(a1660) & ndr1_0) | ~hskp9) & (~hskp8 | (ndr1_0 & c2_1(a1657) & ~c0_1(a1657) & ~c1_1(a1657))) & ((ndr1_0 & c3_1(a1655) & c0_1(a1655) & ~c2_1(a1655)) | ~hskp7) & ((~c2_1(a1650) & ~c3_1(a1650) & ~c1_1(a1650) & ndr1_0) | ~hskp6) & (~hskp5 | (ndr1_0 & ~c0_1(a1648) & ~c1_1(a1648) & c3_1(a1648))) & (~hskp4 | (~c0_1(a1647) & ~c2_1(a1647) & c1_1(a1647) & ndr1_0)) & (~hskp1 | (ndr1_0 & ~c1_1(a1643) & c3_1(a1643) & ~c2_1(a1643))) & (~hskp0 | (ndr1_0 & c0_1(a1637) & ~c2_1(a1637) & c1_1(a1637))))), 0.21/0.47 inference(rectify,[],[f2])). 0.21/0.47 fof(f2,negated_conjecture,( 0.21/0.47 ~~(((~c1_1(a1645) & ~c0_1(a1645) & ~c3_1(a1645) & ndr1_0) | ~hskp2) & (~hskp3 | (ndr1_0 & ~c1_1(a1646) & ~c2_1(a1646) & c0_1(a1646))) & ((~c3_1(a1664) & ~c2_1(a1664) & ~c1_1(a1664) & ndr1_0) | ~hskp11) & ((c3_1(a1666) & ~c1_1(a1666) & c2_1(a1666) & ndr1_0) | ~hskp12) & (~hskp13 | (ndr1_0 & c0_1(a1667) & ~c1_1(a1667) & c3_1(a1667))) & ((ndr1_0 & c2_1(a1671) & ~c1_1(a1671) & ~c3_1(a1671)) | ~hskp14) & (~hskp15 | (c3_1(a1672) & c1_1(a1672) & ~c0_1(a1672) & ndr1_0)) & (~hskp17 | (~c0_1(a1678) & ~c2_1(a1678) & ~c1_1(a1678) & ndr1_0)) & ((ndr1_0 & ~c2_1(a1682) & ~c3_1(a1682) & ~c1_1(a1682)) | ~hskp20) & ((ndr1_0 & ~c0_1(a1689) & ~c1_1(a1689) & c3_1(a1689)) | ~hskp24) & (~hskp25 | (c2_1(a1690) & ~c1_1(a1690) & ~c0_1(a1690) & ndr1_0)) & ((~c2_1(a1691) & ~c1_1(a1691) & ~c3_1(a1691) & ndr1_0) | ~hskp26) & ((ndr1_0 & ~c0_1(a1693) & ~c2_1(a1693) & ~c3_1(a1693)) | ~hskp27) & ((c1_1(a1698) & ~c0_1(a1698) & c3_1(a1698) & ndr1_0) | ~hskp30) & ((ndr1_0 & ~c3_1(a1700) & ~c0_1(a1700) & c2_1(a1700)) | ~hskp31) & ((ndr1_0 & ~c0_1(a1706) & ~c1_1(a1706) & ~c3_1(a1706)) | ~hskp35) & ((~c1_1(a1721) & c3_1(a1721) & ~c0_1(a1721) & ndr1_0) | ~hskp39) & (~hskp40 | (c1_1(a1725) & c3_1(a1725) & ~c2_1(a1725) & ndr1_0)) & (~hskp43 | (~c1_1(a1639) & c2_1(a1639) & c0_1(a1639) & ndr1_0)) & (~hskp44 | (ndr1_0 & c2_1(a1640) & c1_1(a1640) & c3_1(a1640))) & (~hskp45 | (ndr1_0 & ~c3_1(a1641) & ~c1_1(a1641) & c2_1(a1641))) & (~hskp46 | (ndr1_0 & ~c2_1(a1642) & c0_1(a1642) & ~c1_1(a1642))) & ((~c0_1(a1653) & c1_1(a1653) & c2_1(a1653) & ndr1_0) | ~hskp51) & ((ndr1_0 & c0_1(a1654) & c2_1(a1654) & c3_1(a1654)) | ~hskp52) & ((c0_1(a1656) & c2_1(a1656) & ~c3_1(a1656) & ndr1_0) | ~hskp53) & (~hskp54 | (ndr1_0 & c3_1(a1658) & c1_1(a1658) & ~c0_1(a1658))) & (~hskp57 | (ndr1_0 & ~c1_1(a1665) & c3_1(a1665) & c0_1(a1665))) & (~hskp59 | (c0_1(a1669) & ~c2_1(a1669) & c3_1(a1669) & ndr1_0)) & (~hskp62 | (ndr1_0 & ~c3_1(a1675) & c1_1(a1675) & c0_1(a1675))) & (~hskp63 | (~c0_1(a1676) & c3_1(a1676) & c2_1(a1676) & ndr1_0)) & ((~c2_1(a1692) & c0_1(a1692) & ~c1_1(a1692) & ndr1_0) | ~hskp66) & ((~c0_1(a1710) & c1_1(a1710) & ~c3_1(a1710) & ndr1_0) | ~hskp70) & ((ndr1_0 & ~c2_1(a1715) & c1_1(a1715) & c3_1(a1715)) | ~hskp72) & (~hskp75 | (~c2_1(a1724) & c3_1(a1724) & c0_1(a1724) & ndr1_0)) & (hskp0 | ! [X88] : (ndr1_0 => (~c0_1(X88) | c3_1(X88) | ~c2_1(X88))) | hskp42) & (hskp45 | hskp44 | hskp43) & (! [X87] : (ndr1_0 => (c1_1(X87) | ~c0_1(X87) | c2_1(X87))) | hskp1 | ! [X86] : (ndr1_0 => (c0_1(X86) | c3_1(X86) | c2_1(X86)))) & (hskp3 | hskp2 | hskp47) & (! [X85] : (ndr1_0 => (c2_1(X85) | ~c1_1(X85) | c0_1(X85))) | ! [X84] : (ndr1_0 => (c2_1(X84) | c0_1(X84) | c1_1(X84))) | hskp49) & (hskp51 | ! [X83] : (ndr1_0 => (~c0_1(X83) | ~c2_1(X83) | ~c1_1(X83))) | hskp50) & (! [X82] : (ndr1_0 => (~c0_1(X82) | ~c2_1(X82) | ~c3_1(X82))) | ! [X81] : (ndr1_0 => (~c0_1(X81) | c1_1(X81) | ~c2_1(X81))) | ! [X80] : (ndr1_0 => (c0_1(X80) | c3_1(X80) | c2_1(X80)))) & (hskp2 | ! [X79] : (ndr1_0 => (c3_1(X79) | ~c0_1(X79) | ~c1_1(X79))) | ! [X78] : (ndr1_0 => (c3_1(X78) | c1_1(X78) | ~c0_1(X78)))) & (hskp55 | ! [X77] : (ndr1_0 => (~c2_1(X77) | c3_1(X77) | ~c0_1(X77))) | hskp9) & (! [X76] : (ndr1_0 => (c2_1(X76) | c0_1(X76) | c3_1(X76))) | hskp10 | hskp56) & (hskp60 | ! [X75] : (ndr1_0 => (~c3_1(X75) | c1_1(X75) | c0_1(X75))) | ! [X74] : (ndr1_0 => (c3_1(X74) | c1_1(X74) | ~c2_1(X74)))) & (hskp61 | hskp62 | ! [X73] : (ndr1_0 => (~c1_1(X73) | c0_1(X73) | ~c3_1(X73)))) & (hskp16 | hskp17 | ! [X72] : (ndr1_0 => (~c0_1(X72) | c1_1(X72) | ~c3_1(X72)))) & (hskp21 | ! [X71] : (ndr1_0 => (c3_1(X71) | c2_1(X71) | ~c1_1(X71))) | ! [X70] : (ndr1_0 => (~c1_1(X70) | c0_1(X70) | c2_1(X70)))) & (hskp23 | hskp65 | hskp64) & (! [X69] : (ndr1_0 => (~c3_1(X69) | ~c0_1(X69) | ~c2_1(X69))) | hskp26 | ! [X68] : (ndr1_0 => (~c3_1(X68) | c1_1(X68) | ~c2_1(X68)))) & (hskp28 | hskp27 | hskp66) & (! [X67] : (ndr1_0 => (~c3_1(X67) | c1_1(X67) | c0_1(X67))) | hskp30 | ! [X66] : (ndr1_0 => (c2_1(X66) | ~c1_1(X66) | ~c0_1(X66)))) & (hskp67 | ! [X65] : (ndr1_0 => (~c3_1(X65) | c1_1(X65) | ~c0_1(X65))) | ! [X64] : (ndr1_0 => (c1_1(X64) | ~c2_1(X64) | ~c3_1(X64)))) & (! [X63] : (ndr1_0 => (~c0_1(X63) | ~c3_1(X63) | c2_1(X63))) | hskp33 | hskp61) & (! [X62] : (ndr1_0 => (~c0_1(X62) | ~c2_1(X62) | c1_1(X62))) | ! [X61] : (ndr1_0 => (c2_1(X61) | ~c3_1(X61) | ~c1_1(X61))) | hskp34) & (! [X60] : (ndr1_0 => (c2_1(X60) | ~c1_1(X60) | ~c3_1(X60))) | hskp13 | ! [X59] : (ndr1_0 => (~c1_1(X59) | ~c3_1(X59) | ~c0_1(X59)))) & (! [X58] : (ndr1_0 => (c2_1(X58) | c3_1(X58) | c0_1(X58))) | ! [X57] : (ndr1_0 => (c1_1(X57) | ~c2_1(X57) | c0_1(X57))) | hskp70) & (! [X56] : (ndr1_0 => (c2_1(X56) | ~c3_1(X56) | ~c1_1(X56))) | hskp0 | ! [X55] : (ndr1_0 => (~c1_1(X55) | ~c0_1(X55) | ~c2_1(X55)))) & (! [X54] : (ndr1_0 => (~c1_1(X54) | c0_1(X54) | c2_1(X54))) | hskp36 | hskp71) & (hskp73 | ! [X53] : (ndr1_0 => (~c3_1(X53) | ~c2_1(X53) | c1_1(X53))) | ! [X52] : (ndr1_0 => (c0_1(X52) | ~c3_1(X52) | ~c1_1(X52)))) & (hskp38 | ! [X51] : (ndr1_0 => (~c3_1(X51) | ~c2_1(X51) | ~c0_1(X51))) | hskp74) & (! [X50] : (ndr1_0 => (~c3_1(X50) | ~c0_1(X50) | ~c1_1(X50))) | ! [X49] : (ndr1_0 => (c2_1(X49) | c3_1(X49) | ~c0_1(X49))) | hskp47) & (! [X48] : (ndr1_0 => (~c2_1(X48) | c3_1(X48) | ~c1_1(X48))) | ! [X47] : (ndr1_0 => (~c3_1(X47) | c1_1(X47) | c2_1(X47))) | hskp75) & (hskp40 | ! [X46] : (ndr1_0 => (~c1_1(X46) | ~c3_1(X46) | ~c0_1(X46))) | ! [X45] : (ndr1_0 => (~c2_1(X45) | c3_1(X45) | c1_1(X45)))) & (hskp30 | hskp41 | ! [X44] : (ndr1_0 => (c2_1(X44) | c0_1(X44) | ~c1_1(X44)))) & (! [X43] : (ndr1_0 => (~c0_1(X43) | ~c1_1(X43) | c2_1(X43))) | ! [X42] : (ndr1_0 => (c3_1(X42) | c2_1(X42) | ~c0_1(X42))) | hskp61) & (! [X41] : (ndr1_0 => (c0_1(X41) | ~c3_1(X41) | c1_1(X41))) | ! [X40] : (ndr1_0 => (~c0_1(X40) | c1_1(X40) | ~c3_1(X40))) | hskp29) & (! [X39] : (ndr1_0 => (~c0_1(X39) | ~c3_1(X39) | c2_1(X39))) | ! [X38] : (ndr1_0 => (~c3_1(X38) | ~c2_1(X38) | c0_1(X38))) | hskp39) & (! [X37] : (ndr1_0 => (c3_1(X37) | c1_1(X37) | ~c2_1(X37))) | hskp57 | ! [X36] : (ndr1_0 => (c3_1(X36) | ~c0_1(X36) | c2_1(X36)))) & (! [X35] : (ndr1_0 => (~c3_1(X35) | c2_1(X35) | c1_1(X35))) | ! [X34] : (ndr1_0 => (c2_1(X34) | c1_1(X34) | ~c0_1(X34))) | ! [X33] : (ndr1_0 => (~c1_1(X33) | ~c0_1(X33) | ~c3_1(X33)))) & (! [X32] : (ndr1_0 => (c3_1(X32) | c2_1(X32) | c0_1(X32))) | hskp72 | hskp37) & (! [X31] : (ndr1_0 => (~c0_1(X31) | ~c2_1(X31) | c3_1(X31))) | ! [X30] : (ndr1_0 => (c0_1(X30) | c2_1(X30) | c1_1(X30))) | ! [X29] : (ndr1_0 => (c1_1(X29) | c3_1(X29) | c2_1(X29)))) & (hskp69 | ! [X28] : (ndr1_0 => (~c1_1(X28) | c2_1(X28) | c3_1(X28))) | ! [X27] : (ndr1_0 => (~c3_1(X27) | c0_1(X27) | c1_1(X27)))) & (hskp35 | ! [X26] : (ndr1_0 => (~c1_1(X26) | c2_1(X26) | c0_1(X26))) | hskp68) & (hskp31 | hskp32 | hskp63) & (hskp29 | hskp52 | hskp53) & (hskp25 | ! [X25] : (ndr1_0 => (c1_1(X25) | c3_1(X25) | c0_1(X25))) | ! [X24] : (ndr1_0 => (~c3_1(X24) | c0_1(X24) | ~c1_1(X24)))) & (hskp24 | ! [X23] : (ndr1_0 => (~c3_1(X23) | c1_1(X23) | c0_1(X23))) | hskp61) & (! [X22] : (ndr1_0 => (~c2_1(X22) | c0_1(X22) | c3_1(X22))) | hskp22 | ! [X21] : (ndr1_0 => (c3_1(X21) | ~c0_1(X21) | c2_1(X21)))) & (hskp19 | ! [X20] : (ndr1_0 => (~c1_1(X20) | c3_1(X20) | ~c0_1(X20))) | hskp20) & (! [X19] : (ndr1_0 => (~c2_1(X19) | c3_1(X19) | c1_1(X19))) | hskp18 | hskp60) & (! [X18] : (ndr1_0 => (~c3_1(X18) | ~c1_1(X18) | ~c2_1(X18))) | ! [X17] : (ndr1_0 => (~c0_1(X17) | ~c3_1(X17) | c1_1(X17))) | hskp63) & (! [X16] : (ndr1_0 => (~c0_1(X16) | c1_1(X16) | ~c3_1(X16))) | ! [X15] : (ndr1_0 => (c0_1(X15) | ~c3_1(X15) | c1_1(X15))) | ! [X14] : (ndr1_0 => (c3_1(X14) | ~c2_1(X14) | ~c1_1(X14)))) & (! [X13] : (ndr1_0 => (~c3_1(X13) | c0_1(X13) | c2_1(X13))) | ! [X12] : (ndr1_0 => (c2_1(X12) | ~c0_1(X12) | ~c3_1(X12))) | ! [X11] : (ndr1_0 => (~c2_1(X11) | ~c3_1(X11) | c1_1(X11)))) & (hskp14 | hskp15 | hskp10) & (hskp58 | ! [X10] : (ndr1_0 => (c1_1(X10) | ~c0_1(X10) | c2_1(X10))) | hskp59) & (hskp12 | hskp13 | ! [X9] : (ndr1_0 => (~c2_1(X9) | ~c3_1(X9) | ~c1_1(X9)))) & (hskp11 | hskp57 | ! [X8] : (ndr1_0 => (~c0_1(X8) | ~c3_1(X8) | c2_1(X8)))) & (! [X7] : (ndr1_0 => (c3_1(X7) | c1_1(X7) | ~c0_1(X7))) | ! [X6] : (ndr1_0 => (~c3_1(X6) | ~c0_1(X6) | c2_1(X6))) | ! [X5] : (ndr1_0 => (~c3_1(X5) | c0_1(X5) | c2_1(X5)))) & (hskp53 | hskp54 | hskp8) & (hskp52 | ! [X4] : (ndr1_0 => (~c2_1(X4) | c3_1(X4) | ~c0_1(X4))) | hskp7) & (! [X3] : (ndr1_0 => (~c3_1(X3) | c2_1(X3) | ~c0_1(X3))) | hskp48 | hskp6) & (! [X2] : (ndr1_0 => (c1_1(X2) | ~c3_1(X2) | c0_1(X2))) | hskp5 | hskp4) & (! [X1] : (ndr1_0 => (c0_1(X1) | ~c1_1(X1) | c2_1(X1))) | hskp46 | ! [X0] : (ndr1_0 => (~c2_1(X0) | c0_1(X0) | ~c3_1(X0)))) & (~hskp74 | (c0_1(a1717) & c2_1(a1717) & ~c3_1(a1717) & ndr1_0)) & ((c2_1(a1716) & ~c3_1(a1716) & c0_1(a1716) & ndr1_0) | ~hskp73) & ((ndr1_0 & c0_1(a1713) & c3_1(a1713) & ~c2_1(a1713)) | ~hskp71) & (~hskp69 | (ndr1_0 & c0_1(a1709) & c3_1(a1709) & ~c1_1(a1709))) & (~hskp68 | (~c1_1(a1707) & c0_1(a1707) & c3_1(a1707) & ndr1_0)) & (~hskp67 | (ndr1_0 & c3_1(a1702) & c2_1(a1702) & c1_1(a1702))) & ((~c3_1(a1687) & ~c0_1(a1687) & c2_1(a1687) & ndr1_0) | ~hskp65) & (~hskp64 | (~c3_1(a1686) & c0_1(a1686) & ~c1_1(a1686) & ndr1_0)) & ((c3_1(a1674) & ~c2_1(a1674) & ~c1_1(a1674) & ndr1_0) | ~hskp61) & (~hskp60 | (c3_1(a1673) & c2_1(a1673) & ~c1_1(a1673) & ndr1_0)) & ((c3_1(a1668) & ~c1_1(a1668) & ~c0_1(a1668) & ndr1_0) | ~hskp58) & (~hskp56 | (ndr1_0 & c0_1(a1662) & c1_1(a1662) & ~c2_1(a1662))) & (~hskp55 | (ndr1_0 & ~c2_1(a1661) & ~c3_1(a1661) & c1_1(a1661))) & (~hskp50 | (c0_1(a1652) & c2_1(a1652) & c3_1(a1652) & ndr1_0)) & ((ndr1_0 & c1_1(a1651) & ~c2_1(a1651) & c3_1(a1651)) | ~hskp49) & ((ndr1_0 & ~c3_1(a1649) & ~c2_1(a1649) & c0_1(a1649)) | ~hskp48) & ((ndr1_0 & ~c0_1(a1644) & c3_1(a1644) & ~c1_1(a1644)) | ~hskp47) & ((c0_1(a1638) & ~c3_1(a1638) & c1_1(a1638) & ndr1_0) | ~hskp42) & (~hskp41 | (c0_1(a1726) & ~c1_1(a1726) & c2_1(a1726) & ndr1_0)) & ((~c0_1(a1718) & ~c2_1(a1718) & c3_1(a1718) & ndr1_0) | ~hskp38) & ((c2_1(a1714) & ~c1_1(a1714) & c0_1(a1714) & ndr1_0) | ~hskp37) & ((~c2_1(a1712) & ~c1_1(a1712) & ~c0_1(a1712) & ndr1_0) | ~hskp36) & (~hskp34 | (ndr1_0 & c2_1(a1705) & ~c3_1(a1705) & ~c1_1(a1705))) & (~hskp33 | (ndr1_0 & c3_1(a1704) & ~c0_1(a1704) & ~c2_1(a1704))) & (~hskp32 | (ndr1_0 & c0_1(a1701) & ~c3_1(a1701) & c1_1(a1701))) & ((~c3_1(a1695) & c0_1(a1695) & c2_1(a1695) & ndr1_0) | ~hskp29) & ((~c1_1(a1694) & ~c3_1(a1694) & c2_1(a1694) & ndr1_0) | ~hskp28) & ((~c0_1(a1685) & ~c1_1(a1685) & c2_1(a1685) & ndr1_0) | ~hskp23) & (~hskp22 | (~c0_1(a1684) & ~c3_1(a1684) & c2_1(a1684) & ndr1_0)) & ((c3_1(a1683) & ~c1_1(a1683) & c2_1(a1683) & ndr1_0) | ~hskp21) & (~hskp19 | (ndr1_0 & ~c2_1(a1681) & ~c3_1(a1681) & ~c1_1(a1681))) & ((~c1_1(a1680) & ~c0_1(a1680) & ~c3_1(a1680) & ndr1_0) | ~hskp18) & ((~c0_1(a1677) & ~c1_1(a1677) & ~c2_1(a1677) & ndr1_0) | ~hskp16) & ((~c3_1(a1663) & ~c0_1(a1663) & ~c2_1(a1663) & ndr1_0) | ~hskp10) & ((~c1_1(a1660) & ~c0_1(a1660) & ~c3_1(a1660) & ndr1_0) | ~hskp9) & (~hskp8 | (ndr1_0 & c2_1(a1657) & ~c0_1(a1657) & ~c1_1(a1657))) & ((ndr1_0 & c3_1(a1655) & c0_1(a1655) & ~c2_1(a1655)) | ~hskp7) & ((~c2_1(a1650) & ~c3_1(a1650) & ~c1_1(a1650) & ndr1_0) | ~hskp6) & (~hskp5 | (ndr1_0 & ~c0_1(a1648) & ~c1_1(a1648) & c3_1(a1648))) & (~hskp4 | (~c0_1(a1647) & ~c2_1(a1647) & c1_1(a1647) & ndr1_0)) & (~hskp1 | (ndr1_0 & ~c1_1(a1643) & c3_1(a1643) & ~c2_1(a1643))) & (~hskp0 | (ndr1_0 & c0_1(a1637) & ~c2_1(a1637) & c1_1(a1637))))), 0.21/0.47 inference(negated_conjecture,[],[f1])). 0.21/0.47 fof(f1,conjecture,( 0.21/0.47 ~(((~c1_1(a1645) & ~c0_1(a1645) & ~c3_1(a1645) & ndr1_0) | ~hskp2) & (~hskp3 | (ndr1_0 & ~c1_1(a1646) & ~c2_1(a1646) & c0_1(a1646))) & ((~c3_1(a1664) & ~c2_1(a1664) & ~c1_1(a1664) & ndr1_0) | ~hskp11) & ((c3_1(a1666) & ~c1_1(a1666) & c2_1(a1666) & ndr1_0) | ~hskp12) & (~hskp13 | (ndr1_0 & c0_1(a1667) & ~c1_1(a1667) & c3_1(a1667))) & ((ndr1_0 & c2_1(a1671) & ~c1_1(a1671) & ~c3_1(a1671)) | ~hskp14) & (~hskp15 | (c3_1(a1672) & c1_1(a1672) & ~c0_1(a1672) & ndr1_0)) & (~hskp17 | (~c0_1(a1678) & ~c2_1(a1678) & ~c1_1(a1678) & ndr1_0)) & ((ndr1_0 & ~c2_1(a1682) & ~c3_1(a1682) & ~c1_1(a1682)) | ~hskp20) & ((ndr1_0 & ~c0_1(a1689) & ~c1_1(a1689) & c3_1(a1689)) | ~hskp24) & (~hskp25 | (c2_1(a1690) & ~c1_1(a1690) & ~c0_1(a1690) & ndr1_0)) & ((~c2_1(a1691) & ~c1_1(a1691) & ~c3_1(a1691) & ndr1_0) | ~hskp26) & ((ndr1_0 & ~c0_1(a1693) & ~c2_1(a1693) & ~c3_1(a1693)) | ~hskp27) & ((c1_1(a1698) & ~c0_1(a1698) & c3_1(a1698) & ndr1_0) | ~hskp30) & ((ndr1_0 & ~c3_1(a1700) & ~c0_1(a1700) & c2_1(a1700)) | ~hskp31) & ((ndr1_0 & ~c0_1(a1706) & ~c1_1(a1706) & ~c3_1(a1706)) | ~hskp35) & ((~c1_1(a1721) & c3_1(a1721) & ~c0_1(a1721) & ndr1_0) | ~hskp39) & (~hskp40 | (c1_1(a1725) & c3_1(a1725) & ~c2_1(a1725) & ndr1_0)) & (~hskp43 | (~c1_1(a1639) & c2_1(a1639) & c0_1(a1639) & ndr1_0)) & (~hskp44 | (ndr1_0 & c2_1(a1640) & c1_1(a1640) & c3_1(a1640))) & (~hskp45 | (ndr1_0 & ~c3_1(a1641) & ~c1_1(a1641) & c2_1(a1641))) & (~hskp46 | (ndr1_0 & ~c2_1(a1642) & c0_1(a1642) & ~c1_1(a1642))) & ((~c0_1(a1653) & c1_1(a1653) & c2_1(a1653) & ndr1_0) | ~hskp51) & ((ndr1_0 & c0_1(a1654) & c2_1(a1654) & c3_1(a1654)) | ~hskp52) & ((c0_1(a1656) & c2_1(a1656) & ~c3_1(a1656) & ndr1_0) | ~hskp53) & (~hskp54 | (ndr1_0 & c3_1(a1658) & c1_1(a1658) & ~c0_1(a1658))) & (~hskp57 | (ndr1_0 & ~c1_1(a1665) & c3_1(a1665) & c0_1(a1665))) & (~hskp59 | (c0_1(a1669) & ~c2_1(a1669) & c3_1(a1669) & ndr1_0)) & (~hskp62 | (ndr1_0 & ~c3_1(a1675) & c1_1(a1675) & c0_1(a1675))) & (~hskp63 | (~c0_1(a1676) & c3_1(a1676) & c2_1(a1676) & ndr1_0)) & ((~c2_1(a1692) & c0_1(a1692) & ~c1_1(a1692) & ndr1_0) | ~hskp66) & ((~c0_1(a1710) & c1_1(a1710) & ~c3_1(a1710) & ndr1_0) | ~hskp70) & ((ndr1_0 & ~c2_1(a1715) & c1_1(a1715) & c3_1(a1715)) | ~hskp72) & (~hskp75 | (~c2_1(a1724) & c3_1(a1724) & c0_1(a1724) & ndr1_0)) & (hskp0 | ! [X88] : (ndr1_0 => (~c0_1(X88) | c3_1(X88) | ~c2_1(X88))) | hskp42) & (hskp45 | hskp44 | hskp43) & (! [X87] : (ndr1_0 => (c1_1(X87) | ~c0_1(X87) | c2_1(X87))) | hskp1 | ! [X86] : (ndr1_0 => (c0_1(X86) | c3_1(X86) | c2_1(X86)))) & (hskp3 | hskp2 | hskp47) & (! [X85] : (ndr1_0 => (c2_1(X85) | ~c1_1(X85) | c0_1(X85))) | ! [X84] : (ndr1_0 => (c2_1(X84) | c0_1(X84) | c1_1(X84))) | hskp49) & (hskp51 | ! [X83] : (ndr1_0 => (~c0_1(X83) | ~c2_1(X83) | ~c1_1(X83))) | hskp50) & (! [X82] : (ndr1_0 => (~c0_1(X82) | ~c2_1(X82) | ~c3_1(X82))) | ! [X81] : (ndr1_0 => (~c0_1(X81) | c1_1(X81) | ~c2_1(X81))) | ! [X80] : (ndr1_0 => (c0_1(X80) | c3_1(X80) | c2_1(X80)))) & (hskp2 | ! [X79] : (ndr1_0 => (c3_1(X79) | ~c0_1(X79) | ~c1_1(X79))) | ! [X78] : (ndr1_0 => (c3_1(X78) | c1_1(X78) | ~c0_1(X78)))) & (hskp55 | ! [X77] : (ndr1_0 => (~c2_1(X77) | c3_1(X77) | ~c0_1(X77))) | hskp9) & (! [X76] : (ndr1_0 => (c2_1(X76) | c0_1(X76) | c3_1(X76))) | hskp10 | hskp56) & (hskp60 | ! [X75] : (ndr1_0 => (~c3_1(X75) | c1_1(X75) | c0_1(X75))) | ! [X74] : (ndr1_0 => (c3_1(X74) | c1_1(X74) | ~c2_1(X74)))) & (hskp61 | hskp62 | ! [X73] : (ndr1_0 => (~c1_1(X73) | c0_1(X73) | ~c3_1(X73)))) & (hskp16 | hskp17 | ! [X72] : (ndr1_0 => (~c0_1(X72) | c1_1(X72) | ~c3_1(X72)))) & (hskp21 | ! [X71] : (ndr1_0 => (c3_1(X71) | c2_1(X71) | ~c1_1(X71))) | ! [X70] : (ndr1_0 => (~c1_1(X70) | c0_1(X70) | c2_1(X70)))) & (hskp23 | hskp65 | hskp64) & (! [X69] : (ndr1_0 => (~c3_1(X69) | ~c0_1(X69) | ~c2_1(X69))) | hskp26 | ! [X68] : (ndr1_0 => (~c3_1(X68) | c1_1(X68) | ~c2_1(X68)))) & (hskp28 | hskp27 | hskp66) & (! [X67] : (ndr1_0 => (~c3_1(X67) | c1_1(X67) | c0_1(X67))) | hskp30 | ! [X66] : (ndr1_0 => (c2_1(X66) | ~c1_1(X66) | ~c0_1(X66)))) & (hskp67 | ! [X65] : (ndr1_0 => (~c3_1(X65) | c1_1(X65) | ~c0_1(X65))) | ! [X64] : (ndr1_0 => (c1_1(X64) | ~c2_1(X64) | ~c3_1(X64)))) & (! [X63] : (ndr1_0 => (~c0_1(X63) | ~c3_1(X63) | c2_1(X63))) | hskp33 | hskp61) & (! [X62] : (ndr1_0 => (~c0_1(X62) | ~c2_1(X62) | c1_1(X62))) | ! [X61] : (ndr1_0 => (c2_1(X61) | ~c3_1(X61) | ~c1_1(X61))) | hskp34) & (! [X60] : (ndr1_0 => (c2_1(X60) | ~c1_1(X60) | ~c3_1(X60))) | hskp13 | ! [X59] : (ndr1_0 => (~c1_1(X59) | ~c3_1(X59) | ~c0_1(X59)))) & (! [X58] : (ndr1_0 => (c2_1(X58) | c3_1(X58) | c0_1(X58))) | ! [X57] : (ndr1_0 => (c1_1(X57) | ~c2_1(X57) | c0_1(X57))) | hskp70) & (! [X56] : (ndr1_0 => (c2_1(X56) | ~c3_1(X56) | ~c1_1(X56))) | hskp0 | ! [X55] : (ndr1_0 => (~c1_1(X55) | ~c0_1(X55) | ~c2_1(X55)))) & (! [X54] : (ndr1_0 => (~c1_1(X54) | c0_1(X54) | c2_1(X54))) | hskp36 | hskp71) & (hskp73 | ! [X53] : (ndr1_0 => (~c3_1(X53) | ~c2_1(X53) | c1_1(X53))) | ! [X52] : (ndr1_0 => (c0_1(X52) | ~c3_1(X52) | ~c1_1(X52)))) & (hskp38 | ! [X51] : (ndr1_0 => (~c3_1(X51) | ~c2_1(X51) | ~c0_1(X51))) | hskp74) & (! [X50] : (ndr1_0 => (~c3_1(X50) | ~c0_1(X50) | ~c1_1(X50))) | ! [X49] : (ndr1_0 => (c2_1(X49) | c3_1(X49) | ~c0_1(X49))) | hskp47) & (! [X48] : (ndr1_0 => (~c2_1(X48) | c3_1(X48) | ~c1_1(X48))) | ! [X47] : (ndr1_0 => (~c3_1(X47) | c1_1(X47) | c2_1(X47))) | hskp75) & (hskp40 | ! [X46] : (ndr1_0 => (~c1_1(X46) | ~c3_1(X46) | ~c0_1(X46))) | ! [X45] : (ndr1_0 => (~c2_1(X45) | c3_1(X45) | c1_1(X45)))) & (hskp30 | hskp41 | ! [X44] : (ndr1_0 => (c2_1(X44) | c0_1(X44) | ~c1_1(X44)))) & (! [X43] : (ndr1_0 => (~c0_1(X43) | ~c1_1(X43) | c2_1(X43))) | ! [X42] : (ndr1_0 => (c3_1(X42) | c2_1(X42) | ~c0_1(X42))) | hskp61) & (! [X41] : (ndr1_0 => (c0_1(X41) | ~c3_1(X41) | c1_1(X41))) | ! [X40] : (ndr1_0 => (~c0_1(X40) | c1_1(X40) | ~c3_1(X40))) | hskp29) & (! [X39] : (ndr1_0 => (~c0_1(X39) | ~c3_1(X39) | c2_1(X39))) | ! [X38] : (ndr1_0 => (~c3_1(X38) | ~c2_1(X38) | c0_1(X38))) | hskp39) & (! [X37] : (ndr1_0 => (c3_1(X37) | c1_1(X37) | ~c2_1(X37))) | hskp57 | ! [X36] : (ndr1_0 => (c3_1(X36) | ~c0_1(X36) | c2_1(X36)))) & (! [X35] : (ndr1_0 => (~c3_1(X35) | c2_1(X35) | c1_1(X35))) | ! [X34] : (ndr1_0 => (c2_1(X34) | c1_1(X34) | ~c0_1(X34))) | ! [X33] : (ndr1_0 => (~c1_1(X33) | ~c0_1(X33) | ~c3_1(X33)))) & (! [X32] : (ndr1_0 => (c3_1(X32) | c2_1(X32) | c0_1(X32))) | hskp72 | hskp37) & (! [X31] : (ndr1_0 => (~c0_1(X31) | ~c2_1(X31) | c3_1(X31))) | ! [X30] : (ndr1_0 => (c0_1(X30) | c2_1(X30) | c1_1(X30))) | ! [X29] : (ndr1_0 => (c1_1(X29) | c3_1(X29) | c2_1(X29)))) & (hskp69 | ! [X28] : (ndr1_0 => (~c1_1(X28) | c2_1(X28) | c3_1(X28))) | ! [X27] : (ndr1_0 => (~c3_1(X27) | c0_1(X27) | c1_1(X27)))) & (hskp35 | ! [X26] : (ndr1_0 => (~c1_1(X26) | c2_1(X26) | c0_1(X26))) | hskp68) & (hskp31 | hskp32 | hskp63) & (hskp29 | hskp52 | hskp53) & (hskp25 | ! [X25] : (ndr1_0 => (c1_1(X25) | c3_1(X25) | c0_1(X25))) | ! [X24] : (ndr1_0 => (~c3_1(X24) | c0_1(X24) | ~c1_1(X24)))) & (hskp24 | ! [X23] : (ndr1_0 => (~c3_1(X23) | c1_1(X23) | c0_1(X23))) | hskp61) & (! [X22] : (ndr1_0 => (~c2_1(X22) | c0_1(X22) | c3_1(X22))) | hskp22 | ! [X21] : (ndr1_0 => (c3_1(X21) | ~c0_1(X21) | c2_1(X21)))) & (hskp19 | ! [X20] : (ndr1_0 => (~c1_1(X20) | c3_1(X20) | ~c0_1(X20))) | hskp20) & (! [X19] : (ndr1_0 => (~c2_1(X19) | c3_1(X19) | c1_1(X19))) | hskp18 | hskp60) & (! [X18] : (ndr1_0 => (~c3_1(X18) | ~c1_1(X18) | ~c2_1(X18))) | ! [X17] : (ndr1_0 => (~c0_1(X17) | ~c3_1(X17) | c1_1(X17))) | hskp63) & (! [X16] : (ndr1_0 => (~c0_1(X16) | c1_1(X16) | ~c3_1(X16))) | ! [X15] : (ndr1_0 => (c0_1(X15) | ~c3_1(X15) | c1_1(X15))) | ! [X14] : (ndr1_0 => (c3_1(X14) | ~c2_1(X14) | ~c1_1(X14)))) & (! [X13] : (ndr1_0 => (~c3_1(X13) | c0_1(X13) | c2_1(X13))) | ! [X12] : (ndr1_0 => (c2_1(X12) | ~c0_1(X12) | ~c3_1(X12))) | ! [X11] : (ndr1_0 => (~c2_1(X11) | ~c3_1(X11) | c1_1(X11)))) & (hskp14 | hskp15 | hskp10) & (hskp58 | ! [X10] : (ndr1_0 => (c1_1(X10) | ~c0_1(X10) | c2_1(X10))) | hskp59) & (hskp12 | hskp13 | ! [X9] : (ndr1_0 => (~c2_1(X9) | ~c3_1(X9) | ~c1_1(X9)))) & (hskp11 | hskp57 | ! [X8] : (ndr1_0 => (~c0_1(X8) | ~c3_1(X8) | c2_1(X8)))) & (! [X7] : (ndr1_0 => (c3_1(X7) | c1_1(X7) | ~c0_1(X7))) | ! [X6] : (ndr1_0 => (~c3_1(X6) | ~c0_1(X6) | c2_1(X6))) | ! [X5] : (ndr1_0 => (~c3_1(X5) | c0_1(X5) | c2_1(X5)))) & (hskp53 | hskp54 | hskp8) & (hskp52 | ! [X4] : (ndr1_0 => (~c2_1(X4) | c3_1(X4) | ~c0_1(X4))) | hskp7) & (! [X3] : (ndr1_0 => (~c3_1(X3) | c2_1(X3) | ~c0_1(X3))) | hskp48 | hskp6) & (! [X2] : (ndr1_0 => (c1_1(X2) | ~c3_1(X2) | c0_1(X2))) | hskp5 | hskp4) & (! [X1] : (ndr1_0 => (c0_1(X1) | ~c1_1(X1) | c2_1(X1))) | hskp46 | ! [X0] : (ndr1_0 => (~c2_1(X0) | c0_1(X0) | ~c3_1(X0)))) & (~hskp74 | (c0_1(a1717) & c2_1(a1717) & ~c3_1(a1717) & ndr1_0)) & ((c2_1(a1716) & ~c3_1(a1716) & c0_1(a1716) & ndr1_0) | ~hskp73) & ((ndr1_0 & c0_1(a1713) & c3_1(a1713) & ~c2_1(a1713)) | ~hskp71) & (~hskp69 | (ndr1_0 & c0_1(a1709) & c3_1(a1709) & ~c1_1(a1709))) & (~hskp68 | (~c1_1(a1707) & c0_1(a1707) & c3_1(a1707) & ndr1_0)) & (~hskp67 | (ndr1_0 & c3_1(a1702) & c2_1(a1702) & c1_1(a1702))) & ((~c3_1(a1687) & ~c0_1(a1687) & c2_1(a1687) & ndr1_0) | ~hskp65) & (~hskp64 | (~c3_1(a1686) & c0_1(a1686) & ~c1_1(a1686) & ndr1_0)) & ((c3_1(a1674) & ~c2_1(a1674) & ~c1_1(a1674) & ndr1_0) | ~hskp61) & (~hskp60 | (c3_1(a1673) & c2_1(a1673) & ~c1_1(a1673) & ndr1_0)) & ((c3_1(a1668) & ~c1_1(a1668) & ~c0_1(a1668) & ndr1_0) | ~hskp58) & (~hskp56 | (ndr1_0 & c0_1(a1662) & c1_1(a1662) & ~c2_1(a1662))) & (~hskp55 | (ndr1_0 & ~c2_1(a1661) & ~c3_1(a1661) & c1_1(a1661))) & (~hskp50 | (c0_1(a1652) & c2_1(a1652) & c3_1(a1652) & ndr1_0)) & ((ndr1_0 & c1_1(a1651) & ~c2_1(a1651) & c3_1(a1651)) | ~hskp49) & ((ndr1_0 & ~c3_1(a1649) & ~c2_1(a1649) & c0_1(a1649)) | ~hskp48) & ((ndr1_0 & ~c0_1(a1644) & c3_1(a1644) & ~c1_1(a1644)) | ~hskp47) & ((c0_1(a1638) & ~c3_1(a1638) & c1_1(a1638) & ndr1_0) | ~hskp42) & (~hskp41 | (c0_1(a1726) & ~c1_1(a1726) & c2_1(a1726) & ndr1_0)) & ((~c0_1(a1718) & ~c2_1(a1718) & c3_1(a1718) & ndr1_0) | ~hskp38) & ((c2_1(a1714) & ~c1_1(a1714) & c0_1(a1714) & ndr1_0) | ~hskp37) & ((~c2_1(a1712) & ~c1_1(a1712) & ~c0_1(a1712) & ndr1_0) | ~hskp36) & (~hskp34 | (ndr1_0 & c2_1(a1705) & ~c3_1(a1705) & ~c1_1(a1705))) & (~hskp33 | (ndr1_0 & c3_1(a1704) & ~c0_1(a1704) & ~c2_1(a1704))) & (~hskp32 | (ndr1_0 & c0_1(a1701) & ~c3_1(a1701) & c1_1(a1701))) & ((~c3_1(a1695) & c0_1(a1695) & c2_1(a1695) & ndr1_0) | ~hskp29) & ((~c1_1(a1694) & ~c3_1(a1694) & c2_1(a1694) & ndr1_0) | ~hskp28) & ((~c0_1(a1685) & ~c1_1(a1685) & c2_1(a1685) & ndr1_0) | ~hskp23) & (~hskp22 | (~c0_1(a1684) & ~c3_1(a1684) & c2_1(a1684) & ndr1_0)) & ((c3_1(a1683) & ~c1_1(a1683) & c2_1(a1683) & ndr1_0) | ~hskp21) & (~hskp19 | (ndr1_0 & ~c2_1(a1681) & ~c3_1(a1681) & ~c1_1(a1681))) & ((~c1_1(a1680) & ~c0_1(a1680) & ~c3_1(a1680) & ndr1_0) | ~hskp18) & ((~c0_1(a1677) & ~c1_1(a1677) & ~c2_1(a1677) & ndr1_0) | ~hskp16) & ((~c3_1(a1663) & ~c0_1(a1663) & ~c2_1(a1663) & ndr1_0) | ~hskp10) & ((~c1_1(a1660) & ~c0_1(a1660) & ~c3_1(a1660) & ndr1_0) | ~hskp9) & (~hskp8 | (ndr1_0 & c2_1(a1657) & ~c0_1(a1657) & ~c1_1(a1657))) & ((ndr1_0 & c3_1(a1655) & c0_1(a1655) & ~c2_1(a1655)) | ~hskp7) & ((~c2_1(a1650) & ~c3_1(a1650) & ~c1_1(a1650) & ndr1_0) | ~hskp6) & (~hskp5 | (ndr1_0 & ~c0_1(a1648) & ~c1_1(a1648) & c3_1(a1648))) & (~hskp4 | (~c0_1(a1647) & ~c2_1(a1647) & c1_1(a1647) & ndr1_0)) & (~hskp1 | (ndr1_0 & ~c1_1(a1643) & c3_1(a1643) & ~c2_1(a1643))) & (~hskp0 | (ndr1_0 & c0_1(a1637) & ~c2_1(a1637) & c1_1(a1637))))), 0.21/0.47 file('/export/starexec/sandbox2/benchmark/theBenchmark.p',co1)). 0.21/0.47 fof(f4945,plain,( 0.21/0.47 spl37_198 | ~spl37_104 | spl37_190 | ~spl37_194), 0.21/0.47 inference(avatar_split_clause,[],[f4930,f2421,f2402,f1006,f2470])). 0.21/0.47 fof(f2470,plain,( 0.21/0.47 spl37_198 <=> c2_1(a1667)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_198])])). 0.21/0.47 fof(f1006,plain,( 0.21/0.47 spl37_104 <=> ! [X54] : (~c0_1(X54) | c2_1(X54) | c1_1(X54))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_104])])). 0.21/0.47 fof(f2421,plain,( 0.21/0.47 spl37_194 <=> c0_1(a1667)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_194])])). 0.21/0.47 fof(f4930,plain,( 0.21/0.47 c2_1(a1667) | (~spl37_104 | spl37_190 | ~spl37_194)), 0.21/0.47 inference(subsumption_resolution,[],[f4798,f2404])). 0.21/0.47 fof(f4798,plain,( 0.21/0.47 c2_1(a1667) | c1_1(a1667) | (~spl37_104 | ~spl37_194)), 0.21/0.47 inference(resolution,[],[f1007,f2422])). 0.21/0.47 fof(f2422,plain,( 0.21/0.47 c0_1(a1667) | ~spl37_194), 0.21/0.47 inference(avatar_component_clause,[],[f2421])). 0.21/0.47 fof(f1007,plain,( 0.21/0.47 ( ! [X54] : (~c0_1(X54) | c2_1(X54) | c1_1(X54)) ) | ~spl37_104), 0.21/0.47 inference(avatar_component_clause,[],[f1006])). 0.21/0.47 fof(f4936,plain,( 0.21/0.47 ~spl37_198 | ~spl37_86 | ~spl37_188 | spl37_190), 0.21/0.47 inference(avatar_split_clause,[],[f4929,f2402,f2314,f934,f2470])). 0.21/0.47 fof(f4929,plain,( 0.21/0.47 ~c2_1(a1667) | (~spl37_86 | ~spl37_188 | spl37_190)), 0.21/0.47 inference(subsumption_resolution,[],[f4894,f2404])). 0.21/0.47 fof(f4894,plain,( 0.21/0.47 ~c2_1(a1667) | c1_1(a1667) | (~spl37_86 | ~spl37_188)), 0.21/0.47 inference(resolution,[],[f935,f2316])). 0.21/0.47 fof(f4935,plain,( 0.21/0.47 spl37_192 | ~spl37_86 | ~spl37_161 | ~spl37_197), 0.21/0.47 inference(avatar_split_clause,[],[f4913,f2465,f1828,f934,f2412])). 0.21/0.47 fof(f2412,plain,( 0.21/0.47 spl37_192 <=> c1_1(a1654)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_192])])). 0.21/0.47 fof(f1828,plain,( 0.21/0.47 spl37_161 <=> c3_1(a1654)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_161])])). 0.21/0.47 fof(f2465,plain,( 0.21/0.47 spl37_197 <=> c2_1(a1654)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_197])])). 0.21/0.47 fof(f4913,plain,( 0.21/0.47 c1_1(a1654) | (~spl37_86 | ~spl37_161 | ~spl37_197)), 0.21/0.47 inference(subsumption_resolution,[],[f4888,f2466])). 0.21/0.47 fof(f2466,plain,( 0.21/0.47 c2_1(a1654) | ~spl37_197), 0.21/0.47 inference(avatar_component_clause,[],[f2465])). 0.21/0.47 fof(f4888,plain,( 0.21/0.47 ~c2_1(a1654) | c1_1(a1654) | (~spl37_86 | ~spl37_161)), 0.21/0.47 inference(resolution,[],[f935,f1830])). 0.21/0.47 fof(f1830,plain,( 0.21/0.47 c3_1(a1654) | ~spl37_161), 0.21/0.47 inference(avatar_component_clause,[],[f1828])). 0.21/0.47 fof(f4925,plain,( 0.21/0.47 ~spl37_5 | ~spl37_86 | ~spl37_185), 0.21/0.47 inference(avatar_contradiction_clause,[],[f4924])). 0.21/0.47 fof(f4924,plain,( 0.21/0.47 $false | (~spl37_5 | ~spl37_86 | ~spl37_185)), 0.21/0.47 inference(subsumption_resolution,[],[f4923,f3234])). 0.21/0.47 fof(f3234,plain,( 0.21/0.47 ~c1_1(a1666) | ~spl37_5), 0.21/0.47 inference(subsumption_resolution,[],[f73,f466])). 0.21/0.47 fof(f466,plain,( 0.21/0.47 hskp12 | ~spl37_5), 0.21/0.47 inference(avatar_component_clause,[],[f465])). 0.21/0.47 fof(f465,plain,( 0.21/0.47 spl37_5 <=> hskp12), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_5])])). 0.21/0.47 fof(f73,plain,( 0.21/0.47 ~hskp12 | ~c1_1(a1666)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f4923,plain,( 0.21/0.47 c1_1(a1666) | (~spl37_5 | ~spl37_86 | ~spl37_185)), 0.21/0.47 inference(subsumption_resolution,[],[f4895,f2272])). 0.21/0.47 fof(f2272,plain,( 0.21/0.47 c2_1(a1666) | ~spl37_185), 0.21/0.47 inference(avatar_component_clause,[],[f2270])). 0.21/0.47 fof(f2270,plain,( 0.21/0.47 spl37_185 <=> c2_1(a1666)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_185])])). 0.21/0.47 fof(f4895,plain,( 0.21/0.47 ~c2_1(a1666) | c1_1(a1666) | (~spl37_5 | ~spl37_86)), 0.21/0.47 inference(resolution,[],[f935,f3235])). 0.21/0.47 fof(f3235,plain,( 0.21/0.47 c3_1(a1666) | ~spl37_5), 0.21/0.47 inference(subsumption_resolution,[],[f74,f466])). 0.21/0.47 fof(f74,plain,( 0.21/0.47 ~hskp12 | c3_1(a1666)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f4848,plain,( 0.21/0.47 ~spl37_81 | ~spl37_139 | spl37_140 | ~spl37_141 | ~spl37_147), 0.21/0.47 inference(avatar_contradiction_clause,[],[f4847])). 0.21/0.47 fof(f4847,plain,( 0.21/0.47 $false | (~spl37_81 | ~spl37_139 | spl37_140 | ~spl37_141 | ~spl37_147)), 0.21/0.47 inference(subsumption_resolution,[],[f4846,f1181])). 0.21/0.47 fof(f1181,plain,( 0.21/0.47 c0_1(a1637) | ~spl37_141), 0.21/0.47 inference(avatar_component_clause,[],[f1179])). 0.21/0.47 fof(f1179,plain,( 0.21/0.47 spl37_141 <=> c0_1(a1637)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_141])])). 0.21/0.47 fof(f4846,plain,( 0.21/0.47 ~c0_1(a1637) | (~spl37_81 | ~spl37_139 | spl37_140 | ~spl37_141 | ~spl37_147)), 0.21/0.47 inference(subsumption_resolution,[],[f4845,f1176])). 0.21/0.47 fof(f1176,plain,( 0.21/0.47 ~c2_1(a1637) | spl37_140), 0.21/0.47 inference(avatar_component_clause,[],[f1174])). 0.21/0.47 fof(f1174,plain,( 0.21/0.47 spl37_140 <=> c2_1(a1637)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_140])])). 0.21/0.47 fof(f4845,plain,( 0.21/0.47 c2_1(a1637) | ~c0_1(a1637) | (~spl37_81 | ~spl37_139 | ~spl37_141 | ~spl37_147)), 0.21/0.47 inference(resolution,[],[f4843,f914])). 0.21/0.47 fof(f914,plain,( 0.21/0.47 ( ! [X82] : (~c3_1(X82) | c2_1(X82) | ~c0_1(X82)) ) | ~spl37_81), 0.21/0.47 inference(avatar_component_clause,[],[f913])). 0.21/0.47 fof(f913,plain,( 0.21/0.47 spl37_81 <=> ! [X82] : (c2_1(X82) | ~c3_1(X82) | ~c0_1(X82))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_81])])). 0.21/0.47 fof(f4843,plain,( 0.21/0.47 c3_1(a1637) | (~spl37_139 | ~spl37_141 | ~spl37_147)), 0.21/0.47 inference(subsumption_resolution,[],[f4810,f1170])). 0.21/0.47 fof(f1170,plain,( 0.21/0.47 c1_1(a1637) | ~spl37_139), 0.21/0.47 inference(avatar_component_clause,[],[f1168])). 0.21/0.47 fof(f1168,plain,( 0.21/0.47 spl37_139 <=> c1_1(a1637)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_139])])). 0.21/0.47 fof(f4810,plain,( 0.21/0.47 ~c1_1(a1637) | c3_1(a1637) | (~spl37_141 | ~spl37_147)), 0.21/0.47 inference(resolution,[],[f1380,f1181])). 0.21/0.47 fof(f1380,plain,( 0.21/0.47 ( ! [X68] : (~c0_1(X68) | ~c1_1(X68) | c3_1(X68)) ) | ~spl37_147), 0.21/0.47 inference(avatar_component_clause,[],[f1379])). 0.21/0.47 fof(f1379,plain,( 0.21/0.47 spl37_147 <=> ! [X68] : (~c0_1(X68) | ~c1_1(X68) | c3_1(X68))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_147])])). 0.21/0.47 fof(f4831,plain,( 0.21/0.47 ~spl37_53 | ~spl37_147 | ~spl37_275), 0.21/0.47 inference(avatar_contradiction_clause,[],[f4830])). 0.21/0.47 fof(f4830,plain,( 0.21/0.47 $false | (~spl37_53 | ~spl37_147 | ~spl37_275)), 0.21/0.47 inference(subsumption_resolution,[],[f4829,f4722])). 0.21/0.47 fof(f4722,plain,( 0.21/0.47 ~c3_1(a1638) | ~spl37_53), 0.21/0.47 inference(subsumption_resolution,[],[f265,f706])). 0.21/0.47 fof(f706,plain,( 0.21/0.47 hskp42 | ~spl37_53), 0.21/0.47 inference(avatar_component_clause,[],[f705])). 0.21/0.47 fof(f705,plain,( 0.21/0.47 spl37_53 <=> hskp42), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_53])])). 0.21/0.47 fof(f265,plain,( 0.21/0.47 ~hskp42 | ~c3_1(a1638)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f4829,plain,( 0.21/0.47 c3_1(a1638) | (~spl37_53 | ~spl37_147 | ~spl37_275)), 0.21/0.47 inference(subsumption_resolution,[],[f4814,f4389])). 0.21/0.47 fof(f4389,plain,( 0.21/0.47 c1_1(a1638) | ~spl37_275), 0.21/0.47 inference(avatar_component_clause,[],[f4387])). 0.21/0.47 fof(f4387,plain,( 0.21/0.47 spl37_275 <=> c1_1(a1638)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_275])])). 0.21/0.47 fof(f4814,plain,( 0.21/0.47 ~c1_1(a1638) | c3_1(a1638) | (~spl37_53 | ~spl37_147)), 0.21/0.47 inference(resolution,[],[f1380,f4724])). 0.21/0.47 fof(f4724,plain,( 0.21/0.47 c0_1(a1638) | ~spl37_53), 0.21/0.47 inference(subsumption_resolution,[],[f266,f706])). 0.21/0.47 fof(f266,plain,( 0.21/0.47 ~hskp42 | c0_1(a1638)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f4710,plain,( 0.21/0.47 spl37_90 | ~spl37_1 | spl37_61 | ~spl37_110), 0.21/0.47 inference(avatar_split_clause,[],[f4709,f1031,f745,f446,f950])). 0.21/0.47 fof(f950,plain,( 0.21/0.47 spl37_90 <=> ! [X73] : (c1_1(X73) | c0_1(X73) | ~c3_1(X73))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_90])])). 0.21/0.47 fof(f745,plain,( 0.21/0.47 spl37_61 <=> hskp29), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_61])])). 0.21/0.47 fof(f1031,plain,( 0.21/0.47 spl37_110 <=> sP17), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_110])])). 0.21/0.47 fof(f4709,plain,( 0.21/0.47 ( ! [X47] : (c1_1(X47) | ~c3_1(X47) | c0_1(X47)) ) | (~spl37_1 | spl37_61 | ~spl37_110)), 0.21/0.47 inference(subsumption_resolution,[],[f4708,f1033])). 0.21/0.47 fof(f1033,plain,( 0.21/0.47 sP17 | ~spl37_110), 0.21/0.47 inference(avatar_component_clause,[],[f1031])). 0.21/0.47 fof(f4708,plain,( 0.21/0.47 ( ! [X47] : (c1_1(X47) | ~c3_1(X47) | c0_1(X47) | ~sP17) ) | (~spl37_1 | spl37_61)), 0.21/0.47 inference(subsumption_resolution,[],[f3505,f747])). 0.21/0.47 fof(f747,plain,( 0.21/0.47 ~hskp29 | spl37_61), 0.21/0.47 inference(avatar_component_clause,[],[f745])). 0.21/0.47 fof(f3505,plain,( 0.21/0.47 ( ! [X47] : (hskp29 | c1_1(X47) | ~c3_1(X47) | c0_1(X47) | ~sP17) ) | ~spl37_1), 0.21/0.47 inference(subsumption_resolution,[],[f406,f448])). 0.21/0.47 fof(f406,plain,( 0.21/0.47 ( ! [X47] : (hskp29 | ~ndr1_0 | c1_1(X47) | ~c3_1(X47) | c0_1(X47) | ~sP17) )), 0.21/0.47 inference(general_splitting,[],[f35,f405_D])). 0.21/0.47 fof(f405,plain,( 0.21/0.47 ( ! [X48] : (~c3_1(X48) | c1_1(X48) | ~c0_1(X48) | sP17) )), 0.21/0.47 inference(cnf_transformation,[],[f405_D])). 0.21/0.47 fof(f405_D,plain,( 0.21/0.47 ( ! [X48] : (~c3_1(X48) | c1_1(X48) | ~c0_1(X48)) ) <=> ~sP17), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP17])])). 0.21/0.47 fof(f35,plain,( 0.21/0.47 ( ! [X48,X47] : (hskp29 | ~c3_1(X48) | c1_1(X48) | ~c0_1(X48) | ~ndr1_0 | c1_1(X47) | ~c3_1(X47) | c0_1(X47)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f4390,plain,( 0.21/0.47 spl37_275 | ~spl37_53), 0.21/0.47 inference(avatar_split_clause,[],[f264,f705,f4387])). 0.21/0.47 fof(f264,plain,( 0.21/0.47 ~hskp42 | c1_1(a1638)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f4099,plain,( 0.21/0.47 spl37_146 | ~spl37_102 | spl37_144 | spl37_145), 0.21/0.47 inference(avatar_split_clause,[],[f4093,f1366,f1361,f998,f1372])). 0.21/0.47 fof(f1372,plain,( 0.21/0.47 spl37_146 <=> c2_1(a1681)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_146])])). 0.21/0.47 fof(f998,plain,( 0.21/0.47 spl37_102 <=> ! [X59] : (c2_1(X59) | c1_1(X59) | c3_1(X59))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_102])])). 0.21/0.47 fof(f1361,plain,( 0.21/0.47 spl37_144 <=> c1_1(a1681)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_144])])). 0.21/0.47 fof(f1366,plain,( 0.21/0.47 spl37_145 <=> c3_1(a1681)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_145])])). 0.21/0.47 fof(f4093,plain,( 0.21/0.47 c2_1(a1681) | (~spl37_102 | spl37_144 | spl37_145)), 0.21/0.47 inference(subsumption_resolution,[],[f4073,f1363])). 0.21/0.47 fof(f1363,plain,( 0.21/0.47 ~c1_1(a1681) | spl37_144), 0.21/0.47 inference(avatar_component_clause,[],[f1361])). 0.21/0.47 fof(f4073,plain,( 0.21/0.47 c1_1(a1681) | c2_1(a1681) | (~spl37_102 | spl37_145)), 0.21/0.47 inference(resolution,[],[f999,f1368])). 0.21/0.47 fof(f1368,plain,( 0.21/0.47 ~c3_1(a1681) | spl37_145), 0.21/0.47 inference(avatar_component_clause,[],[f1366])). 0.21/0.47 fof(f999,plain,( 0.21/0.47 ( ! [X59] : (c3_1(X59) | c1_1(X59) | c2_1(X59)) ) | ~spl37_102), 0.21/0.47 inference(avatar_component_clause,[],[f998])). 0.21/0.47 fof(f3938,plain,( 0.21/0.47 ~spl37_155 | spl37_202 | ~spl37_262), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3937])). 0.21/0.47 fof(f3937,plain,( 0.21/0.47 $false | (~spl37_155 | spl37_202 | ~spl37_262)), 0.21/0.47 inference(subsumption_resolution,[],[f3928,f2561])). 0.21/0.47 fof(f2561,plain,( 0.21/0.47 ~c2_1(a1675) | spl37_202), 0.21/0.47 inference(avatar_component_clause,[],[f2559])). 0.21/0.47 fof(f2559,plain,( 0.21/0.47 spl37_202 <=> c2_1(a1675)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_202])])). 0.21/0.47 fof(f3928,plain,( 0.21/0.47 c2_1(a1675) | (~spl37_155 | ~spl37_262)), 0.21/0.47 inference(resolution,[],[f3840,f1684])). 0.21/0.47 fof(f3840,plain,( 0.21/0.47 ( ! [X52] : (~c0_1(X52) | c2_1(X52)) ) | ~spl37_262), 0.21/0.47 inference(avatar_component_clause,[],[f3839])). 0.21/0.47 fof(f3839,plain,( 0.21/0.47 spl37_262 <=> ! [X52] : (c2_1(X52) | ~c0_1(X52))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_262])])). 0.21/0.47 fof(f3918,plain,( 0.21/0.47 spl37_262 | ~spl37_1 | spl37_44 | ~spl37_104 | ~spl37_111), 0.21/0.47 inference(avatar_split_clause,[],[f3917,f1036,f1006,f660,f446,f3839])). 0.21/0.47 fof(f660,plain,( 0.21/0.47 spl37_44 <=> hskp61), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_44])])). 0.21/0.47 fof(f1036,plain,( 0.21/0.47 spl37_111 <=> sP18), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_111])])). 0.21/0.47 fof(f3917,plain,( 0.21/0.47 ( ! [X45] : (c2_1(X45) | ~c0_1(X45)) ) | (~spl37_1 | spl37_44 | ~spl37_104 | ~spl37_111)), 0.21/0.47 inference(subsumption_resolution,[],[f3916,f1007])). 0.21/0.47 fof(f3916,plain,( 0.21/0.47 ( ! [X45] : (c2_1(X45) | ~c1_1(X45) | ~c0_1(X45)) ) | (~spl37_1 | spl37_44 | ~spl37_111)), 0.21/0.47 inference(subsumption_resolution,[],[f2972,f662])). 0.21/0.47 fof(f662,plain,( 0.21/0.47 ~hskp61 | spl37_44), 0.21/0.47 inference(avatar_component_clause,[],[f660])). 0.21/0.47 fof(f2972,plain,( 0.21/0.47 ( ! [X45] : (hskp61 | c2_1(X45) | ~c1_1(X45) | ~c0_1(X45)) ) | (~spl37_1 | ~spl37_111)), 0.21/0.47 inference(subsumption_resolution,[],[f2971,f1038])). 0.21/0.47 fof(f1038,plain,( 0.21/0.47 sP18 | ~spl37_111), 0.21/0.47 inference(avatar_component_clause,[],[f1036])). 0.21/0.47 fof(f2971,plain,( 0.21/0.47 ( ! [X45] : (hskp61 | c2_1(X45) | ~c1_1(X45) | ~c0_1(X45) | ~sP18) ) | ~spl37_1), 0.21/0.47 inference(subsumption_resolution,[],[f408,f448])). 0.21/0.47 fof(f408,plain,( 0.21/0.47 ( ! [X45] : (hskp61 | ~ndr1_0 | c2_1(X45) | ~c1_1(X45) | ~c0_1(X45) | ~sP18) )), 0.21/0.47 inference(general_splitting,[],[f34,f407_D])). 0.21/0.47 fof(f407,plain,( 0.21/0.47 ( ! [X46] : (~c0_1(X46) | c2_1(X46) | c3_1(X46) | sP18) )), 0.21/0.47 inference(cnf_transformation,[],[f407_D])). 0.21/0.47 fof(f407_D,plain,( 0.21/0.47 ( ! [X46] : (~c0_1(X46) | c2_1(X46) | c3_1(X46)) ) <=> ~sP18), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP18])])). 0.21/0.47 fof(f34,plain,( 0.21/0.47 ( ! [X46,X45] : (hskp61 | ~c0_1(X46) | c2_1(X46) | c3_1(X46) | ~ndr1_0 | c2_1(X45) | ~c1_1(X45) | ~c0_1(X45)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3782,plain,( 0.21/0.47 ~spl37_192 | ~spl37_106 | ~spl37_161 | ~spl37_193), 0.21/0.47 inference(avatar_split_clause,[],[f3780,f2416,f1828,f1014,f2412])). 0.21/0.47 fof(f1014,plain,( 0.21/0.47 spl37_106 <=> ! [X55] : (~c3_1(X55) | ~c1_1(X55) | ~c0_1(X55))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_106])])). 0.21/0.47 fof(f2416,plain,( 0.21/0.47 spl37_193 <=> c0_1(a1654)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_193])])). 0.21/0.47 fof(f3780,plain,( 0.21/0.47 ~c1_1(a1654) | (~spl37_106 | ~spl37_161 | ~spl37_193)), 0.21/0.47 inference(subsumption_resolution,[],[f3761,f2417])). 0.21/0.47 fof(f2417,plain,( 0.21/0.47 c0_1(a1654) | ~spl37_193), 0.21/0.47 inference(avatar_component_clause,[],[f2416])). 0.21/0.47 fof(f3761,plain,( 0.21/0.47 ~c1_1(a1654) | ~c0_1(a1654) | (~spl37_106 | ~spl37_161)), 0.21/0.47 inference(resolution,[],[f1015,f1830])). 0.21/0.47 fof(f1015,plain,( 0.21/0.47 ( ! [X55] : (~c3_1(X55) | ~c1_1(X55) | ~c0_1(X55)) ) | ~spl37_106), 0.21/0.47 inference(avatar_component_clause,[],[f1014])). 0.21/0.47 fof(f3731,plain,( 0.21/0.47 ~spl37_44 | ~spl37_81 | ~spl37_90 | spl37_179 | spl37_241), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3730])). 0.21/0.47 fof(f3730,plain,( 0.21/0.47 $false | (~spl37_44 | ~spl37_81 | ~spl37_90 | spl37_179 | spl37_241)), 0.21/0.47 inference(subsumption_resolution,[],[f3729,f3728])). 0.21/0.47 fof(f3728,plain,( 0.21/0.47 c0_1(a1674) | (~spl37_44 | ~spl37_90 | spl37_179)), 0.21/0.47 inference(subsumption_resolution,[],[f3725,f2115])). 0.21/0.47 fof(f2115,plain,( 0.21/0.47 ~c1_1(a1674) | spl37_179), 0.21/0.47 inference(avatar_component_clause,[],[f2113])). 0.21/0.47 fof(f2113,plain,( 0.21/0.47 spl37_179 <=> c1_1(a1674)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_179])])). 0.21/0.47 fof(f3725,plain,( 0.21/0.47 c0_1(a1674) | c1_1(a1674) | (~spl37_44 | ~spl37_90)), 0.21/0.47 inference(resolution,[],[f3724,f951])). 0.21/0.47 fof(f951,plain,( 0.21/0.47 ( ! [X73] : (~c3_1(X73) | c0_1(X73) | c1_1(X73)) ) | ~spl37_90), 0.21/0.47 inference(avatar_component_clause,[],[f950])). 0.21/0.47 fof(f3724,plain,( 0.21/0.47 c3_1(a1674) | ~spl37_44), 0.21/0.47 inference(subsumption_resolution,[],[f230,f661])). 0.21/0.47 fof(f661,plain,( 0.21/0.47 hskp61 | ~spl37_44), 0.21/0.47 inference(avatar_component_clause,[],[f660])). 0.21/0.47 fof(f230,plain,( 0.21/0.47 ~hskp61 | c3_1(a1674)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3729,plain,( 0.21/0.47 ~c0_1(a1674) | (~spl37_44 | ~spl37_81 | spl37_241)), 0.21/0.47 inference(subsumption_resolution,[],[f3727,f3351])). 0.21/0.47 fof(f3351,plain,( 0.21/0.47 ~c2_1(a1674) | spl37_241), 0.21/0.47 inference(avatar_component_clause,[],[f3349])). 0.21/0.47 fof(f3349,plain,( 0.21/0.47 spl37_241 <=> c2_1(a1674)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_241])])). 0.21/0.47 fof(f3727,plain,( 0.21/0.47 c2_1(a1674) | ~c0_1(a1674) | (~spl37_44 | ~spl37_81)), 0.21/0.47 inference(resolution,[],[f3724,f914])). 0.21/0.47 fof(f3497,plain,( 0.21/0.47 ~spl37_57 | ~spl37_100 | spl37_243), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3496])). 0.21/0.47 fof(f3496,plain,( 0.21/0.47 $false | (~spl37_57 | ~spl37_100 | spl37_243)), 0.21/0.47 inference(subsumption_resolution,[],[f3495,f3470])). 0.21/0.47 fof(f3470,plain,( 0.21/0.47 ~c2_1(a1712) | ~spl37_57), 0.21/0.47 inference(subsumption_resolution,[],[f282,f726])). 0.21/0.47 fof(f726,plain,( 0.21/0.47 hskp36 | ~spl37_57), 0.21/0.47 inference(avatar_component_clause,[],[f725])). 0.21/0.47 fof(f725,plain,( 0.21/0.47 spl37_57 <=> hskp36), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_57])])). 0.21/0.47 fof(f282,plain,( 0.21/0.47 ~hskp36 | ~c2_1(a1712)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3495,plain,( 0.21/0.47 c2_1(a1712) | (~spl37_57 | ~spl37_100 | spl37_243)), 0.21/0.47 inference(subsumption_resolution,[],[f3479,f3469])). 0.21/0.47 fof(f3469,plain,( 0.21/0.47 ~c1_1(a1712) | ~spl37_57), 0.21/0.47 inference(subsumption_resolution,[],[f281,f726])). 0.21/0.47 fof(f281,plain,( 0.21/0.47 ~hskp36 | ~c1_1(a1712)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3479,plain,( 0.21/0.47 c1_1(a1712) | c2_1(a1712) | (~spl37_100 | spl37_243)), 0.21/0.47 inference(resolution,[],[f991,f3410])). 0.21/0.47 fof(f3410,plain,( 0.21/0.47 ~c0_1(a1712) | spl37_243), 0.21/0.47 inference(avatar_component_clause,[],[f3408])). 0.21/0.47 fof(f3408,plain,( 0.21/0.47 spl37_243 <=> c0_1(a1712)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_243])])). 0.21/0.47 fof(f991,plain,( 0.21/0.47 ( ! [X58] : (c0_1(X58) | c1_1(X58) | c2_1(X58)) ) | ~spl37_100), 0.21/0.47 inference(avatar_component_clause,[],[f990])). 0.21/0.47 fof(f990,plain,( 0.21/0.47 spl37_100 <=> ! [X58] : (c1_1(X58) | c0_1(X58) | c2_1(X58))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_100])])). 0.21/0.47 fof(f3442,plain,( 0.21/0.47 ~spl37_47 | ~spl37_81 | ~spl37_98), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3441])). 0.21/0.47 fof(f3441,plain,( 0.21/0.47 $false | (~spl37_47 | ~spl37_81 | ~spl37_98)), 0.21/0.47 inference(subsumption_resolution,[],[f3440,f3437])). 0.21/0.47 fof(f3437,plain,( 0.21/0.47 c0_1(a1662) | ~spl37_47), 0.21/0.47 inference(subsumption_resolution,[],[f241,f676])). 0.21/0.47 fof(f676,plain,( 0.21/0.47 hskp56 | ~spl37_47), 0.21/0.47 inference(avatar_component_clause,[],[f675])). 0.21/0.47 fof(f675,plain,( 0.21/0.47 spl37_47 <=> hskp56), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_47])])). 0.21/0.47 fof(f241,plain,( 0.21/0.47 c0_1(a1662) | ~hskp56), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3440,plain,( 0.21/0.47 ~c0_1(a1662) | (~spl37_47 | ~spl37_81 | ~spl37_98)), 0.21/0.47 inference(subsumption_resolution,[],[f3438,f3433])). 0.21/0.47 fof(f3433,plain,( 0.21/0.47 ~c2_1(a1662) | ~spl37_47), 0.21/0.47 inference(subsumption_resolution,[],[f239,f676])). 0.21/0.47 fof(f239,plain,( 0.21/0.47 ~c2_1(a1662) | ~hskp56), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3438,plain,( 0.21/0.47 c2_1(a1662) | ~c0_1(a1662) | (~spl37_47 | ~spl37_81 | ~spl37_98)), 0.21/0.47 inference(resolution,[],[f3436,f914])). 0.21/0.47 fof(f3436,plain,( 0.21/0.47 c3_1(a1662) | (~spl37_47 | ~spl37_98)), 0.21/0.47 inference(subsumption_resolution,[],[f3435,f3433])). 0.21/0.47 fof(f3435,plain,( 0.21/0.47 c3_1(a1662) | c2_1(a1662) | (~spl37_47 | ~spl37_98)), 0.21/0.47 inference(resolution,[],[f3434,f983])). 0.21/0.47 fof(f983,plain,( 0.21/0.47 ( ! [X60] : (~c1_1(X60) | c3_1(X60) | c2_1(X60)) ) | ~spl37_98), 0.21/0.47 inference(avatar_component_clause,[],[f982])). 0.21/0.47 fof(f982,plain,( 0.21/0.47 spl37_98 <=> ! [X60] : (c3_1(X60) | ~c1_1(X60) | c2_1(X60))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_98])])). 0.21/0.47 fof(f3434,plain,( 0.21/0.47 c1_1(a1662) | ~spl37_47), 0.21/0.47 inference(subsumption_resolution,[],[f240,f676])). 0.21/0.47 fof(f240,plain,( 0.21/0.47 c1_1(a1662) | ~hskp56), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3432,plain,( 0.21/0.47 ~spl37_48 | ~spl37_98 | ~spl37_156), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3431])). 0.21/0.47 fof(f3431,plain,( 0.21/0.47 $false | (~spl37_48 | ~spl37_98 | ~spl37_156)), 0.21/0.47 inference(subsumption_resolution,[],[f3430,f3354])). 0.21/0.47 fof(f3354,plain,( 0.21/0.47 ~c2_1(a1661) | ~spl37_48), 0.21/0.47 inference(subsumption_resolution,[],[f245,f681])). 0.21/0.47 fof(f681,plain,( 0.21/0.47 hskp55 | ~spl37_48), 0.21/0.47 inference(avatar_component_clause,[],[f680])). 0.21/0.47 fof(f680,plain,( 0.21/0.47 spl37_48 <=> hskp55), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_48])])). 0.21/0.47 fof(f245,plain,( 0.21/0.47 ~c2_1(a1661) | ~hskp55), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3430,plain,( 0.21/0.47 c2_1(a1661) | (~spl37_48 | ~spl37_98 | ~spl37_156)), 0.21/0.47 inference(subsumption_resolution,[],[f3326,f3353])). 0.21/0.47 fof(f3353,plain,( 0.21/0.47 ~c3_1(a1661) | ~spl37_48), 0.21/0.47 inference(subsumption_resolution,[],[f244,f681])). 0.21/0.47 fof(f244,plain,( 0.21/0.47 ~c3_1(a1661) | ~hskp55), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3326,plain,( 0.21/0.47 c3_1(a1661) | c2_1(a1661) | (~spl37_98 | ~spl37_156)), 0.21/0.47 inference(resolution,[],[f1689,f983])). 0.21/0.47 fof(f1689,plain,( 0.21/0.47 c1_1(a1661) | ~spl37_156), 0.21/0.47 inference(avatar_component_clause,[],[f1687])). 0.21/0.47 fof(f1687,plain,( 0.21/0.47 spl37_156 <=> c1_1(a1661)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_156])])). 0.21/0.47 fof(f3411,plain,( 0.21/0.47 ~spl37_243 | ~spl37_57), 0.21/0.47 inference(avatar_split_clause,[],[f280,f725,f3408])). 0.21/0.47 fof(f280,plain,( 0.21/0.47 ~hskp36 | ~c0_1(a1712)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3352,plain,( 0.21/0.47 ~spl37_241 | ~spl37_44), 0.21/0.47 inference(avatar_split_clause,[],[f229,f660,f3349])). 0.21/0.47 fof(f229,plain,( 0.21/0.47 ~hskp61 | ~c2_1(a1674)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3328,plain,( 0.21/0.47 ~spl37_201 | ~spl37_30), 0.21/0.47 inference(avatar_split_clause,[],[f3324,f590,f2555])). 0.21/0.47 fof(f590,plain,( 0.21/0.47 spl37_30 <=> hskp62), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_30])])). 0.21/0.47 fof(f3324,plain,( 0.21/0.47 ~c3_1(a1675) | ~spl37_30), 0.21/0.47 inference(subsumption_resolution,[],[f173,f591])). 0.21/0.47 fof(f591,plain,( 0.21/0.47 hskp62 | ~spl37_30), 0.21/0.47 inference(avatar_component_clause,[],[f590])). 0.21/0.47 fof(f173,plain,( 0.21/0.47 ~c3_1(a1675) | ~hskp62), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3317,plain,( 0.21/0.47 ~spl37_23 | ~spl37_104 | spl37_226), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3316])). 0.21/0.47 fof(f3316,plain,( 0.21/0.47 $false | (~spl37_23 | ~spl37_104 | spl37_226)), 0.21/0.47 inference(subsumption_resolution,[],[f3315,f3119])). 0.21/0.47 fof(f3119,plain,( 0.21/0.47 ~c1_1(a1642) | spl37_226), 0.21/0.47 inference(avatar_component_clause,[],[f3117])). 0.21/0.47 fof(f3117,plain,( 0.21/0.47 spl37_226 <=> c1_1(a1642)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_226])])). 0.21/0.47 fof(f3315,plain,( 0.21/0.47 c1_1(a1642) | (~spl37_23 | ~spl37_104)), 0.21/0.47 inference(subsumption_resolution,[],[f3314,f3242])). 0.21/0.47 fof(f3242,plain,( 0.21/0.47 ~c2_1(a1642) | ~spl37_23), 0.21/0.47 inference(subsumption_resolution,[],[f145,f556])). 0.21/0.47 fof(f556,plain,( 0.21/0.47 hskp46 | ~spl37_23), 0.21/0.47 inference(avatar_component_clause,[],[f555])). 0.21/0.47 fof(f555,plain,( 0.21/0.47 spl37_23 <=> hskp46), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_23])])). 0.21/0.47 fof(f145,plain,( 0.21/0.47 ~c2_1(a1642) | ~hskp46), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3314,plain,( 0.21/0.47 c2_1(a1642) | c1_1(a1642) | (~spl37_23 | ~spl37_104)), 0.21/0.47 inference(resolution,[],[f1007,f3239])). 0.21/0.47 fof(f3239,plain,( 0.21/0.47 c0_1(a1642) | ~spl37_23), 0.21/0.47 inference(subsumption_resolution,[],[f144,f556])). 0.21/0.47 fof(f144,plain,( 0.21/0.47 c0_1(a1642) | ~hskp46), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3304,plain,( 0.21/0.47 ~spl37_44 | spl37_179 | ~spl37_213), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3303])). 0.21/0.47 fof(f3303,plain,( 0.21/0.47 $false | (~spl37_44 | spl37_179 | ~spl37_213)), 0.21/0.47 inference(subsumption_resolution,[],[f3302,f2995])). 0.21/0.47 fof(f2995,plain,( 0.21/0.47 ~c2_1(a1674) | ~spl37_44), 0.21/0.47 inference(subsumption_resolution,[],[f229,f661])). 0.21/0.47 fof(f3302,plain,( 0.21/0.47 c2_1(a1674) | (~spl37_44 | spl37_179 | ~spl37_213)), 0.21/0.47 inference(subsumption_resolution,[],[f3285,f2115])). 0.21/0.47 fof(f3285,plain,( 0.21/0.47 c1_1(a1674) | c2_1(a1674) | (~spl37_44 | ~spl37_213)), 0.21/0.47 inference(resolution,[],[f2797,f2996])). 0.21/0.47 fof(f2996,plain,( 0.21/0.47 c3_1(a1674) | ~spl37_44), 0.21/0.47 inference(subsumption_resolution,[],[f230,f661])). 0.21/0.47 fof(f3232,plain,( 0.21/0.47 ~spl37_6 | spl37_194), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3231])). 0.21/0.47 fof(f3231,plain,( 0.21/0.47 $false | (~spl37_6 | spl37_194)), 0.21/0.47 inference(subsumption_resolution,[],[f3227,f471])). 0.21/0.47 fof(f471,plain,( 0.21/0.47 hskp13 | ~spl37_6), 0.21/0.47 inference(avatar_component_clause,[],[f470])). 0.21/0.47 fof(f470,plain,( 0.21/0.47 spl37_6 <=> hskp13), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_6])])). 0.21/0.47 fof(f3227,plain,( 0.21/0.47 ~hskp13 | spl37_194), 0.21/0.47 inference(subsumption_resolution,[],[f77,f2423])). 0.21/0.47 fof(f2423,plain,( 0.21/0.47 ~c0_1(a1667) | spl37_194), 0.21/0.47 inference(avatar_component_clause,[],[f2421])). 0.21/0.47 fof(f77,plain,( 0.21/0.47 c0_1(a1667) | ~hskp13), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3181,plain,( 0.21/0.47 spl37_131 | ~spl37_1 | spl37_23 | ~spl37_78), 0.21/0.47 inference(avatar_split_clause,[],[f3180,f901,f555,f446,f1123])). 0.21/0.47 fof(f1123,plain,( 0.21/0.47 spl37_131 <=> ! [X18] : (c2_1(X18) | ~c1_1(X18) | c0_1(X18))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_131])])). 0.21/0.47 fof(f901,plain,( 0.21/0.47 spl37_78 <=> sP0), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_78])])). 0.21/0.47 fof(f3180,plain,( 0.21/0.47 ( ! [X87] : (c2_1(X87) | ~c1_1(X87) | c0_1(X87)) ) | (~spl37_1 | spl37_23 | ~spl37_78)), 0.21/0.47 inference(subsumption_resolution,[],[f3113,f557])). 0.21/0.47 fof(f557,plain,( 0.21/0.47 ~hskp46 | spl37_23), 0.21/0.47 inference(avatar_component_clause,[],[f555])). 0.21/0.47 fof(f3113,plain,( 0.21/0.47 ( ! [X87] : (hskp46 | c2_1(X87) | ~c1_1(X87) | c0_1(X87)) ) | (~spl37_1 | ~spl37_78)), 0.21/0.47 inference(subsumption_resolution,[],[f3099,f903])). 0.21/0.47 fof(f903,plain,( 0.21/0.47 sP0 | ~spl37_78), 0.21/0.47 inference(avatar_component_clause,[],[f901])). 0.21/0.47 fof(f3099,plain,( 0.21/0.47 ( ! [X87] : (hskp46 | c2_1(X87) | ~c1_1(X87) | c0_1(X87) | ~sP0) ) | ~spl37_1), 0.21/0.47 inference(subsumption_resolution,[],[f372,f448])). 0.21/0.47 fof(f372,plain,( 0.21/0.47 ( ! [X87] : (hskp46 | ~ndr1_0 | c2_1(X87) | ~c1_1(X87) | c0_1(X87) | ~sP0) )), 0.21/0.47 inference(general_splitting,[],[f58,f371_D])). 0.21/0.47 fof(f371,plain,( 0.21/0.47 ( ! [X88] : (~c3_1(X88) | c0_1(X88) | ~c2_1(X88) | sP0) )), 0.21/0.47 inference(cnf_transformation,[],[f371_D])). 0.21/0.47 fof(f371_D,plain,( 0.21/0.47 ( ! [X88] : (~c3_1(X88) | c0_1(X88) | ~c2_1(X88)) ) <=> ~sP0), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP0])])). 0.21/0.47 fof(f58,plain,( 0.21/0.47 ( ! [X88,X87] : (~c3_1(X88) | c0_1(X88) | ~c2_1(X88) | hskp46 | ~ndr1_0 | c2_1(X87) | ~c1_1(X87) | c0_1(X87)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3120,plain,( 0.21/0.47 ~spl37_23 | ~spl37_226), 0.21/0.47 inference(avatar_split_clause,[],[f143,f3117,f555])). 0.21/0.47 fof(f143,plain,( 0.21/0.47 ~c1_1(a1642) | ~hskp46), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3098,plain,( 0.21/0.47 ~spl37_5 | ~spl37_79 | ~spl37_88 | ~spl37_185), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3097])). 0.21/0.47 fof(f3097,plain,( 0.21/0.47 $false | (~spl37_5 | ~spl37_79 | ~spl37_88 | ~spl37_185)), 0.21/0.47 inference(subsumption_resolution,[],[f3096,f2543])). 0.21/0.47 fof(f2543,plain,( 0.21/0.47 ~c0_1(a1666) | (~spl37_5 | ~spl37_88)), 0.21/0.47 inference(subsumption_resolution,[],[f2542,f2539])). 0.21/0.47 fof(f2539,plain,( 0.21/0.47 ~c1_1(a1666) | ~spl37_5), 0.21/0.47 inference(subsumption_resolution,[],[f73,f466])). 0.21/0.47 fof(f2542,plain,( 0.21/0.47 ~c0_1(a1666) | c1_1(a1666) | (~spl37_5 | ~spl37_88)), 0.21/0.47 inference(resolution,[],[f2540,f943])). 0.21/0.47 fof(f943,plain,( 0.21/0.47 ( ! [X72] : (~c3_1(X72) | ~c0_1(X72) | c1_1(X72)) ) | ~spl37_88), 0.21/0.47 inference(avatar_component_clause,[],[f942])). 0.21/0.47 fof(f942,plain,( 0.21/0.47 spl37_88 <=> ! [X72] : (~c3_1(X72) | ~c0_1(X72) | c1_1(X72))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_88])])). 0.21/0.47 fof(f2540,plain,( 0.21/0.47 c3_1(a1666) | ~spl37_5), 0.21/0.47 inference(subsumption_resolution,[],[f74,f466])). 0.21/0.47 fof(f3096,plain,( 0.21/0.47 c0_1(a1666) | (~spl37_5 | ~spl37_79 | ~spl37_185)), 0.21/0.47 inference(subsumption_resolution,[],[f3085,f2272])). 0.21/0.47 fof(f3085,plain,( 0.21/0.47 ~c2_1(a1666) | c0_1(a1666) | (~spl37_5 | ~spl37_79)), 0.21/0.47 inference(resolution,[],[f906,f2540])). 0.21/0.47 fof(f906,plain,( 0.21/0.47 ( ! [X88] : (~c3_1(X88) | ~c2_1(X88) | c0_1(X88)) ) | ~spl37_79), 0.21/0.47 inference(avatar_component_clause,[],[f905])). 0.21/0.47 fof(f905,plain,( 0.21/0.47 spl37_79 <=> ! [X88] : (~c3_1(X88) | ~c2_1(X88) | c0_1(X88))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_79])])). 0.21/0.47 fof(f3027,plain,( 0.21/0.47 ~spl37_14 | ~spl37_136), 0.21/0.47 inference(avatar_contradiction_clause,[],[f3026])). 0.21/0.47 fof(f3026,plain,( 0.21/0.47 $false | (~spl37_14 | ~spl37_136)), 0.21/0.47 inference(subsumption_resolution,[],[f3025,f2977])). 0.21/0.47 fof(f2977,plain,( 0.21/0.47 ~c2_1(a1693) | ~spl37_14), 0.21/0.47 inference(subsumption_resolution,[],[f108,f511])). 0.21/0.47 fof(f511,plain,( 0.21/0.47 hskp27 | ~spl37_14), 0.21/0.47 inference(avatar_component_clause,[],[f510])). 0.21/0.47 fof(f510,plain,( 0.21/0.47 spl37_14 <=> hskp27), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_14])])). 0.21/0.47 fof(f108,plain,( 0.21/0.47 ~hskp27 | ~c2_1(a1693)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f3025,plain,( 0.21/0.47 c2_1(a1693) | (~spl37_14 | ~spl37_136)), 0.21/0.47 inference(subsumption_resolution,[],[f2976,f2978])). 0.21/0.47 fof(f2978,plain,( 0.21/0.47 ~c0_1(a1693) | ~spl37_14), 0.21/0.47 inference(subsumption_resolution,[],[f109,f511])). 0.21/0.47 fof(f109,plain,( 0.21/0.47 ~hskp27 | ~c0_1(a1693)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2976,plain,( 0.21/0.47 c0_1(a1693) | c2_1(a1693) | (~spl37_14 | ~spl37_136)), 0.21/0.47 inference(resolution,[],[f2975,f1146])). 0.21/0.47 fof(f1146,plain,( 0.21/0.47 ( ! [X8] : (c3_1(X8) | c0_1(X8) | c2_1(X8)) ) | ~spl37_136), 0.21/0.47 inference(avatar_component_clause,[],[f1145])). 0.21/0.47 fof(f1145,plain,( 0.21/0.47 spl37_136 <=> ! [X8] : (c2_1(X8) | c0_1(X8) | c3_1(X8))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_136])])). 0.21/0.47 fof(f2975,plain,( 0.21/0.47 ~c3_1(a1693) | ~spl37_14), 0.21/0.47 inference(subsumption_resolution,[],[f107,f511])). 0.21/0.47 fof(f107,plain,( 0.21/0.47 ~hskp27 | ~c3_1(a1693)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2897,plain,( 0.21/0.47 ~spl37_62 | ~spl37_108), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2896])). 0.21/0.47 fof(f2896,plain,( 0.21/0.47 $false | (~spl37_62 | ~spl37_108)), 0.21/0.47 inference(subsumption_resolution,[],[f2895,f2170])). 0.21/0.47 fof(f2170,plain,( 0.21/0.47 ~c1_1(a1694) | ~spl37_62), 0.21/0.47 inference(subsumption_resolution,[],[f302,f751])). 0.21/0.47 fof(f751,plain,( 0.21/0.47 hskp28 | ~spl37_62), 0.21/0.47 inference(avatar_component_clause,[],[f750])). 0.21/0.47 fof(f750,plain,( 0.21/0.47 spl37_62 <=> hskp28), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_62])])). 0.21/0.47 fof(f302,plain,( 0.21/0.47 ~hskp28 | ~c1_1(a1694)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2895,plain,( 0.21/0.47 c1_1(a1694) | (~spl37_62 | ~spl37_108)), 0.21/0.47 inference(subsumption_resolution,[],[f2871,f2169])). 0.21/0.47 fof(f2169,plain,( 0.21/0.47 ~c3_1(a1694) | ~spl37_62), 0.21/0.47 inference(subsumption_resolution,[],[f301,f751])). 0.21/0.47 fof(f301,plain,( 0.21/0.47 ~hskp28 | ~c3_1(a1694)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2871,plain,( 0.21/0.47 c3_1(a1694) | c1_1(a1694) | (~spl37_62 | ~spl37_108)), 0.21/0.47 inference(resolution,[],[f1023,f2167])). 0.21/0.47 fof(f2167,plain,( 0.21/0.47 c2_1(a1694) | ~spl37_62), 0.21/0.47 inference(subsumption_resolution,[],[f300,f751])). 0.21/0.47 fof(f300,plain,( 0.21/0.47 ~hskp28 | c2_1(a1694)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1023,plain,( 0.21/0.47 ( ! [X51] : (~c2_1(X51) | c3_1(X51) | c1_1(X51)) ) | ~spl37_108), 0.21/0.47 inference(avatar_component_clause,[],[f1022])). 0.21/0.47 fof(f1022,plain,( 0.21/0.47 spl37_108 <=> ! [X51] : (~c2_1(X51) | c3_1(X51) | c1_1(X51))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_108])])). 0.21/0.47 fof(f2890,plain,( 0.21/0.47 ~spl37_70 | ~spl37_108 | ~spl37_136), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2889])). 0.21/0.47 fof(f2889,plain,( 0.21/0.47 $false | (~spl37_70 | ~spl37_108 | ~spl37_136)), 0.21/0.47 inference(subsumption_resolution,[],[f2888,f1693])). 0.21/0.47 fof(f1693,plain,( 0.21/0.47 ~c1_1(a1660) | ~spl37_70), 0.21/0.47 inference(subsumption_resolution,[],[f334,f791])). 0.21/0.47 fof(f791,plain,( 0.21/0.47 hskp9 | ~spl37_70), 0.21/0.47 inference(avatar_component_clause,[],[f790])). 0.21/0.47 fof(f790,plain,( 0.21/0.47 spl37_70 <=> hskp9), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_70])])). 0.21/0.47 fof(f334,plain,( 0.21/0.47 ~hskp9 | ~c1_1(a1660)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2888,plain,( 0.21/0.47 c1_1(a1660) | (~spl37_70 | ~spl37_108 | ~spl37_136)), 0.21/0.47 inference(subsumption_resolution,[],[f2868,f1691])). 0.21/0.47 fof(f1691,plain,( 0.21/0.47 ~c3_1(a1660) | ~spl37_70), 0.21/0.47 inference(subsumption_resolution,[],[f332,f791])). 0.21/0.47 fof(f332,plain,( 0.21/0.47 ~hskp9 | ~c3_1(a1660)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2868,plain,( 0.21/0.47 c3_1(a1660) | c1_1(a1660) | (~spl37_70 | ~spl37_108 | ~spl37_136)), 0.21/0.47 inference(resolution,[],[f1023,f2670])). 0.21/0.47 fof(f2670,plain,( 0.21/0.47 c2_1(a1660) | (~spl37_70 | ~spl37_136)), 0.21/0.47 inference(subsumption_resolution,[],[f2652,f1692])). 0.21/0.47 fof(f1692,plain,( 0.21/0.47 ~c0_1(a1660) | ~spl37_70), 0.21/0.47 inference(subsumption_resolution,[],[f333,f791])). 0.21/0.47 fof(f333,plain,( 0.21/0.47 ~hskp9 | ~c0_1(a1660)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2652,plain,( 0.21/0.47 c0_1(a1660) | c2_1(a1660) | (~spl37_70 | ~spl37_136)), 0.21/0.47 inference(resolution,[],[f1146,f1691])). 0.21/0.47 fof(f2861,plain,( 0.21/0.47 ~spl37_1 | ~spl37_19 | spl37_28 | ~spl37_81 | ~spl37_107 | ~spl37_131), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2860])). 0.21/0.47 fof(f2860,plain,( 0.21/0.47 $false | (~spl37_1 | ~spl37_19 | spl37_28 | ~spl37_81 | ~spl37_107 | ~spl37_131)), 0.21/0.47 inference(subsumption_resolution,[],[f2856,f2847])). 0.21/0.47 fof(f2847,plain,( 0.21/0.47 ~c2_1(a1725) | ~spl37_19), 0.21/0.47 inference(subsumption_resolution,[],[f128,f536])). 0.21/0.47 fof(f536,plain,( 0.21/0.47 hskp40 | ~spl37_19), 0.21/0.47 inference(avatar_component_clause,[],[f535])). 0.21/0.47 fof(f535,plain,( 0.21/0.47 spl37_19 <=> hskp40), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_19])])). 0.21/0.47 fof(f128,plain,( 0.21/0.47 ~c2_1(a1725) | ~hskp40), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2856,plain,( 0.21/0.47 c2_1(a1725) | (~spl37_1 | ~spl37_19 | spl37_28 | ~spl37_81 | ~spl37_107 | ~spl37_131)), 0.21/0.47 inference(resolution,[],[f2855,f2802])). 0.21/0.47 fof(f2802,plain,( 0.21/0.47 ( ! [X52] : (~c0_1(X52) | c2_1(X52)) ) | (~spl37_1 | spl37_28 | ~spl37_81 | ~spl37_107)), 0.21/0.47 inference(subsumption_resolution,[],[f2801,f914])). 0.21/0.47 fof(f2801,plain,( 0.21/0.47 ( ! [X52] : (c2_1(X52) | ~c0_1(X52) | c3_1(X52)) ) | (~spl37_1 | spl37_28 | ~spl37_107)), 0.21/0.47 inference(subsumption_resolution,[],[f2800,f1020])). 0.21/0.47 fof(f1020,plain,( 0.21/0.47 sP15 | ~spl37_107), 0.21/0.47 inference(avatar_component_clause,[],[f1018])). 0.21/0.47 fof(f1018,plain,( 0.21/0.47 spl37_107 <=> sP15), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_107])])). 0.21/0.47 fof(f2800,plain,( 0.21/0.47 ( ! [X52] : (c2_1(X52) | ~c0_1(X52) | c3_1(X52) | ~sP15) ) | (~spl37_1 | spl37_28)), 0.21/0.47 inference(subsumption_resolution,[],[f2799,f448])). 0.21/0.47 fof(f2799,plain,( 0.21/0.47 ( ! [X52] : (c2_1(X52) | ~c0_1(X52) | c3_1(X52) | ~ndr1_0 | ~sP15) ) | spl37_28), 0.21/0.47 inference(subsumption_resolution,[],[f402,f582])). 0.21/0.47 fof(f582,plain,( 0.21/0.47 ~hskp57 | spl37_28), 0.21/0.47 inference(avatar_component_clause,[],[f580])). 0.21/0.47 fof(f580,plain,( 0.21/0.47 spl37_28 <=> hskp57), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_28])])). 0.21/0.47 fof(f402,plain,( 0.21/0.47 ( ! [X52] : (c2_1(X52) | ~c0_1(X52) | c3_1(X52) | hskp57 | ~ndr1_0 | ~sP15) )), 0.21/0.47 inference(general_splitting,[],[f37,f401_D])). 0.21/0.47 fof(f401,plain,( 0.21/0.47 ( ! [X51] : (~c2_1(X51) | c1_1(X51) | c3_1(X51) | sP15) )), 0.21/0.47 inference(cnf_transformation,[],[f401_D])). 0.21/0.47 fof(f401_D,plain,( 0.21/0.47 ( ! [X51] : (~c2_1(X51) | c1_1(X51) | c3_1(X51)) ) <=> ~sP15), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP15])])). 0.21/0.47 fof(f37,plain,( 0.21/0.47 ( ! [X51,X52] : (c2_1(X52) | ~c0_1(X52) | c3_1(X52) | hskp57 | ~ndr1_0 | ~c2_1(X51) | c1_1(X51) | c3_1(X51)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2855,plain,( 0.21/0.47 c0_1(a1725) | (~spl37_19 | ~spl37_131)), 0.21/0.47 inference(subsumption_resolution,[],[f2853,f2847])). 0.21/0.47 fof(f2853,plain,( 0.21/0.47 c2_1(a1725) | c0_1(a1725) | (~spl37_19 | ~spl37_131)), 0.21/0.47 inference(resolution,[],[f2852,f1124])). 0.21/0.47 fof(f1124,plain,( 0.21/0.47 ( ! [X18] : (~c1_1(X18) | c2_1(X18) | c0_1(X18)) ) | ~spl37_131), 0.21/0.47 inference(avatar_component_clause,[],[f1123])). 0.21/0.47 fof(f2852,plain,( 0.21/0.47 c1_1(a1725) | ~spl37_19), 0.21/0.47 inference(subsumption_resolution,[],[f130,f536])). 0.21/0.47 fof(f130,plain,( 0.21/0.47 c1_1(a1725) | ~hskp40), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2845,plain,( 0.21/0.47 spl37_108 | ~spl37_1 | spl37_19 | ~spl37_113), 0.21/0.47 inference(avatar_split_clause,[],[f2844,f1044,f535,f446,f1022])). 0.21/0.47 fof(f1044,plain,( 0.21/0.47 spl37_113 <=> sP19), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_113])])). 0.21/0.47 fof(f2844,plain,( 0.21/0.47 ( ! [X43] : (c1_1(X43) | c3_1(X43) | ~c2_1(X43)) ) | (~spl37_1 | spl37_19 | ~spl37_113)), 0.21/0.47 inference(subsumption_resolution,[],[f2843,f1046])). 0.21/0.47 fof(f1046,plain,( 0.21/0.47 sP19 | ~spl37_113), 0.21/0.47 inference(avatar_component_clause,[],[f1044])). 0.21/0.47 fof(f2843,plain,( 0.21/0.47 ( ! [X43] : (c1_1(X43) | c3_1(X43) | ~c2_1(X43) | ~sP19) ) | (~spl37_1 | spl37_19)), 0.21/0.47 inference(subsumption_resolution,[],[f2842,f537])). 0.21/0.47 fof(f537,plain,( 0.21/0.47 ~hskp40 | spl37_19), 0.21/0.47 inference(avatar_component_clause,[],[f535])). 0.21/0.47 fof(f2842,plain,( 0.21/0.47 ( ! [X43] : (c1_1(X43) | c3_1(X43) | ~c2_1(X43) | hskp40 | ~sP19) ) | ~spl37_1), 0.21/0.47 inference(subsumption_resolution,[],[f410,f448])). 0.21/0.47 fof(f410,plain,( 0.21/0.47 ( ! [X43] : (c1_1(X43) | c3_1(X43) | ~c2_1(X43) | ~ndr1_0 | hskp40 | ~sP19) )), 0.21/0.47 inference(general_splitting,[],[f32,f409_D])). 0.21/0.47 fof(f409,plain,( 0.21/0.47 ( ! [X42] : (~c0_1(X42) | ~c3_1(X42) | ~c1_1(X42) | sP19) )), 0.21/0.47 inference(cnf_transformation,[],[f409_D])). 0.21/0.47 fof(f409_D,plain,( 0.21/0.47 ( ! [X42] : (~c0_1(X42) | ~c3_1(X42) | ~c1_1(X42)) ) <=> ~sP19), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP19])])). 0.21/0.47 fof(f32,plain,( 0.21/0.47 ( ! [X42,X43] : (c1_1(X43) | c3_1(X43) | ~c2_1(X43) | ~ndr1_0 | ~c0_1(X42) | ~c3_1(X42) | ~c1_1(X42) | hskp40) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2828,plain,( 0.21/0.47 ~spl37_1 | ~spl37_55 | spl37_61 | ~spl37_110 | ~spl37_118 | ~spl37_159), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2827])). 0.21/0.47 fof(f2827,plain,( 0.21/0.47 $false | (~spl37_1 | ~spl37_55 | spl37_61 | ~spl37_110 | ~spl37_118 | ~spl37_159)), 0.21/0.47 inference(subsumption_resolution,[],[f2813,f2356])). 0.21/0.47 fof(f2356,plain,( 0.21/0.47 ~c0_1(a1718) | ~spl37_55), 0.21/0.47 inference(subsumption_resolution,[],[f274,f716])). 0.21/0.47 fof(f716,plain,( 0.21/0.47 hskp38 | ~spl37_55), 0.21/0.47 inference(avatar_component_clause,[],[f715])). 0.21/0.47 fof(f715,plain,( 0.21/0.47 spl37_55 <=> hskp38), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_55])])). 0.21/0.47 fof(f274,plain,( 0.21/0.47 ~hskp38 | ~c0_1(a1718)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2813,plain,( 0.21/0.47 c0_1(a1718) | (~spl37_1 | spl37_61 | ~spl37_110 | ~spl37_118 | ~spl37_159)), 0.21/0.47 inference(resolution,[],[f2809,f1764])). 0.21/0.47 fof(f1764,plain,( 0.21/0.47 c3_1(a1718) | ~spl37_159), 0.21/0.47 inference(avatar_component_clause,[],[f1762])). 0.21/0.47 fof(f1762,plain,( 0.21/0.47 spl37_159 <=> c3_1(a1718)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_159])])). 0.21/0.47 fof(f2809,plain,( 0.21/0.47 ( ! [X47] : (~c3_1(X47) | c0_1(X47)) ) | (~spl37_1 | spl37_61 | ~spl37_110 | ~spl37_118)), 0.21/0.47 inference(subsumption_resolution,[],[f2808,f1067])). 0.21/0.47 fof(f1067,plain,( 0.21/0.47 ( ! [X36] : (~c3_1(X36) | c0_1(X36) | ~c1_1(X36)) ) | ~spl37_118), 0.21/0.47 inference(avatar_component_clause,[],[f1066])). 0.21/0.47 fof(f1066,plain,( 0.21/0.47 spl37_118 <=> ! [X36] : (~c1_1(X36) | c0_1(X36) | ~c3_1(X36))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_118])])). 0.21/0.47 fof(f2808,plain,( 0.21/0.47 ( ! [X47] : (c1_1(X47) | ~c3_1(X47) | c0_1(X47)) ) | (~spl37_1 | spl37_61 | ~spl37_110)), 0.21/0.47 inference(subsumption_resolution,[],[f2807,f1033])). 0.21/0.47 fof(f2807,plain,( 0.21/0.47 ( ! [X47] : (c1_1(X47) | ~c3_1(X47) | c0_1(X47) | ~sP17) ) | (~spl37_1 | spl37_61)), 0.21/0.47 inference(subsumption_resolution,[],[f2806,f448])). 0.21/0.47 fof(f2806,plain,( 0.21/0.47 ( ! [X47] : (~ndr1_0 | c1_1(X47) | ~c3_1(X47) | c0_1(X47) | ~sP17) ) | spl37_61), 0.21/0.47 inference(subsumption_resolution,[],[f406,f747])). 0.21/0.47 fof(f2798,plain,( 0.21/0.47 ~spl37_103 | spl37_213 | ~spl37_1 | ~spl37_105), 0.21/0.47 inference(avatar_split_clause,[],[f2794,f1010,f446,f2796,f1002])). 0.21/0.47 fof(f1002,plain,( 0.21/0.47 spl37_103 <=> sP13), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_103])])). 0.21/0.47 fof(f1010,plain,( 0.21/0.47 spl37_105 <=> sP14), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_105])])). 0.21/0.47 fof(f2794,plain,( 0.21/0.47 ( ! [X53] : (c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~sP13) ) | (~spl37_1 | ~spl37_105)), 0.21/0.47 inference(subsumption_resolution,[],[f2696,f1012])). 0.21/0.47 fof(f1012,plain,( 0.21/0.47 sP14 | ~spl37_105), 0.21/0.47 inference(avatar_component_clause,[],[f1010])). 0.21/0.47 fof(f2696,plain,( 0.21/0.47 ( ! [X53] : (c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~sP13 | ~sP14) ) | ~spl37_1), 0.21/0.47 inference(subsumption_resolution,[],[f400,f448])). 0.21/0.47 fof(f400,plain,( 0.21/0.47 ( ! [X53] : (~ndr1_0 | c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~sP13 | ~sP14) )), 0.21/0.47 inference(general_splitting,[],[f398,f399_D])). 0.21/0.47 fof(f399,plain,( 0.21/0.47 ( ! [X55] : (~c3_1(X55) | ~c0_1(X55) | ~c1_1(X55) | sP14) )), 0.21/0.47 inference(cnf_transformation,[],[f399_D])). 0.21/0.47 fof(f399_D,plain,( 0.21/0.47 ( ! [X55] : (~c3_1(X55) | ~c0_1(X55) | ~c1_1(X55)) ) <=> ~sP14), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP14])])). 0.21/0.47 fof(f398,plain,( 0.21/0.47 ( ! [X55,X53] : (~c3_1(X55) | ~c0_1(X55) | ~c1_1(X55) | ~ndr1_0 | c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~sP13) )), 0.21/0.47 inference(general_splitting,[],[f38,f397_D])). 0.21/0.47 fof(f397,plain,( 0.21/0.47 ( ! [X54] : (~c0_1(X54) | c1_1(X54) | c2_1(X54) | sP13) )), 0.21/0.47 inference(cnf_transformation,[],[f397_D])). 0.21/0.47 fof(f397_D,plain,( 0.21/0.47 ( ! [X54] : (~c0_1(X54) | c1_1(X54) | c2_1(X54)) ) <=> ~sP13), 0.21/0.47 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP13])])). 0.21/0.47 fof(f38,plain,( 0.21/0.47 ( ! [X54,X55,X53] : (~c3_1(X55) | ~c0_1(X55) | ~c1_1(X55) | ~c0_1(X54) | c1_1(X54) | c2_1(X54) | ~ndr1_0 | c1_1(X53) | c2_1(X53) | ~c3_1(X53)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2735,plain,( 0.21/0.47 ~spl37_88 | ~spl37_106 | ~spl37_161 | ~spl37_193), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2734])). 0.21/0.47 fof(f2734,plain,( 0.21/0.47 $false | (~spl37_88 | ~spl37_106 | ~spl37_161 | ~spl37_193)), 0.21/0.47 inference(subsumption_resolution,[],[f2728,f2417])). 0.21/0.47 fof(f2728,plain,( 0.21/0.47 ~c0_1(a1654) | (~spl37_88 | ~spl37_106 | ~spl37_161)), 0.21/0.47 inference(resolution,[],[f2721,f1830])). 0.21/0.47 fof(f2721,plain,( 0.21/0.47 ( ! [X55] : (~c3_1(X55) | ~c0_1(X55)) ) | (~spl37_88 | ~spl37_106)), 0.21/0.47 inference(subsumption_resolution,[],[f1015,f943])). 0.21/0.47 fof(f2717,plain,( 0.21/0.47 ~spl37_1 | ~spl37_55 | ~spl37_103 | ~spl37_105 | ~spl37_118 | ~spl37_159), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2716])). 0.21/0.47 fof(f2716,plain,( 0.21/0.47 $false | (~spl37_1 | ~spl37_55 | ~spl37_103 | ~spl37_105 | ~spl37_118 | ~spl37_159)), 0.21/0.47 inference(subsumption_resolution,[],[f2715,f2577])). 0.21/0.47 fof(f2577,plain,( 0.21/0.47 ~c1_1(a1718) | (~spl37_55 | ~spl37_118 | ~spl37_159)), 0.21/0.47 inference(subsumption_resolution,[],[f2565,f2356])). 0.21/0.47 fof(f2565,plain,( 0.21/0.47 c0_1(a1718) | ~c1_1(a1718) | (~spl37_118 | ~spl37_159)), 0.21/0.47 inference(resolution,[],[f1067,f1764])). 0.21/0.47 fof(f2715,plain,( 0.21/0.47 c1_1(a1718) | (~spl37_1 | ~spl37_55 | ~spl37_103 | ~spl37_105 | ~spl37_159)), 0.21/0.47 inference(subsumption_resolution,[],[f2702,f2355])). 0.21/0.47 fof(f2355,plain,( 0.21/0.47 ~c2_1(a1718) | ~spl37_55), 0.21/0.47 inference(subsumption_resolution,[],[f273,f716])). 0.21/0.47 fof(f273,plain,( 0.21/0.47 ~hskp38 | ~c2_1(a1718)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2702,plain,( 0.21/0.47 c2_1(a1718) | c1_1(a1718) | (~spl37_1 | ~spl37_103 | ~spl37_105 | ~spl37_159)), 0.21/0.47 inference(resolution,[],[f2698,f1764])). 0.21/0.47 fof(f2698,plain,( 0.21/0.47 ( ! [X53] : (~c3_1(X53) | c2_1(X53) | c1_1(X53)) ) | (~spl37_1 | ~spl37_103 | ~spl37_105)), 0.21/0.47 inference(subsumption_resolution,[],[f2697,f1012])). 0.21/0.47 fof(f2697,plain,( 0.21/0.47 ( ! [X53] : (c1_1(X53) | c2_1(X53) | ~c3_1(X53) | ~sP14) ) | (~spl37_1 | ~spl37_103)), 0.21/0.47 inference(subsumption_resolution,[],[f2696,f1004])). 0.21/0.47 fof(f1004,plain,( 0.21/0.47 sP13 | ~spl37_103), 0.21/0.47 inference(avatar_component_clause,[],[f1002])). 0.21/0.47 fof(f2643,plain,( 0.21/0.47 ~spl37_56 | ~spl37_88 | ~spl37_142), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2642])). 0.21/0.47 fof(f2642,plain,( 0.21/0.47 $false | (~spl37_56 | ~spl37_88 | ~spl37_142)), 0.21/0.47 inference(subsumption_resolution,[],[f2641,f2635])). 0.21/0.47 fof(f2635,plain,( 0.21/0.47 ~c1_1(a1714) | ~spl37_56), 0.21/0.47 inference(subsumption_resolution,[],[f277,f721])). 0.21/0.47 fof(f721,plain,( 0.21/0.47 hskp37 | ~spl37_56), 0.21/0.47 inference(avatar_component_clause,[],[f720])). 0.21/0.47 fof(f720,plain,( 0.21/0.47 spl37_56 <=> hskp37), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_56])])). 0.21/0.47 fof(f277,plain,( 0.21/0.47 ~hskp37 | ~c1_1(a1714)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2641,plain,( 0.21/0.47 c1_1(a1714) | (~spl37_56 | ~spl37_88 | ~spl37_142)), 0.21/0.47 inference(subsumption_resolution,[],[f2640,f2633])). 0.21/0.47 fof(f2633,plain,( 0.21/0.47 c0_1(a1714) | ~spl37_56), 0.21/0.47 inference(subsumption_resolution,[],[f276,f721])). 0.21/0.47 fof(f276,plain,( 0.21/0.47 ~hskp37 | c0_1(a1714)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2640,plain,( 0.21/0.47 ~c0_1(a1714) | c1_1(a1714) | (~spl37_56 | ~spl37_88 | ~spl37_142)), 0.21/0.47 inference(resolution,[],[f2637,f943])). 0.21/0.47 fof(f2637,plain,( 0.21/0.47 c3_1(a1714) | (~spl37_56 | ~spl37_142)), 0.21/0.47 inference(subsumption_resolution,[],[f2634,f2636])). 0.21/0.47 fof(f2636,plain,( 0.21/0.47 c2_1(a1714) | ~spl37_56), 0.21/0.47 inference(subsumption_resolution,[],[f278,f721])). 0.21/0.47 fof(f278,plain,( 0.21/0.47 ~hskp37 | c2_1(a1714)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2634,plain,( 0.21/0.47 ~c2_1(a1714) | c3_1(a1714) | (~spl37_56 | ~spl37_142)), 0.21/0.47 inference(resolution,[],[f2633,f1185])). 0.21/0.47 fof(f2630,plain,( 0.21/0.47 spl37_136 | ~spl37_1 | spl37_34 | spl37_56), 0.21/0.47 inference(avatar_split_clause,[],[f2629,f720,f610,f446,f1145])). 0.21/0.47 fof(f610,plain,( 0.21/0.47 spl37_34 <=> hskp72), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_34])])). 0.21/0.47 fof(f2629,plain,( 0.21/0.47 ( ! [X56] : (c0_1(X56) | c2_1(X56) | c3_1(X56)) ) | (~spl37_1 | spl37_34 | spl37_56)), 0.21/0.47 inference(subsumption_resolution,[],[f1588,f612])). 0.21/0.47 fof(f612,plain,( 0.21/0.47 ~hskp72 | spl37_34), 0.21/0.47 inference(avatar_component_clause,[],[f610])). 0.21/0.47 fof(f1588,plain,( 0.21/0.47 ( ! [X56] : (hskp72 | c0_1(X56) | c2_1(X56) | c3_1(X56)) ) | (~spl37_1 | spl37_56)), 0.21/0.47 inference(subsumption_resolution,[],[f1547,f448])). 0.21/0.47 fof(f1547,plain,( 0.21/0.47 ( ! [X56] : (hskp72 | ~ndr1_0 | c0_1(X56) | c2_1(X56) | c3_1(X56)) ) | spl37_56), 0.21/0.47 inference(subsumption_resolution,[],[f39,f722])). 0.21/0.47 fof(f722,plain,( 0.21/0.47 ~hskp37 | spl37_56), 0.21/0.47 inference(avatar_component_clause,[],[f720])). 0.21/0.47 fof(f39,plain,( 0.21/0.47 ( ! [X56] : (hskp37 | hskp72 | ~ndr1_0 | c0_1(X56) | c2_1(X56) | c3_1(X56)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2562,plain,( 0.21/0.47 spl37_201 | ~spl37_202 | ~spl37_142 | ~spl37_155), 0.21/0.47 inference(avatar_split_clause,[],[f2518,f1682,f1184,f2559,f2555])). 0.21/0.47 fof(f2518,plain,( 0.21/0.47 ~c2_1(a1675) | c3_1(a1675) | (~spl37_142 | ~spl37_155)), 0.21/0.47 inference(resolution,[],[f1185,f1684])). 0.21/0.47 fof(f2538,plain,( 0.21/0.47 spl37_197 | ~spl37_25), 0.21/0.47 inference(avatar_split_clause,[],[f2534,f565,f2465])). 0.21/0.47 fof(f565,plain,( 0.21/0.47 spl37_25 <=> hskp52), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_25])])). 0.21/0.47 fof(f2534,plain,( 0.21/0.47 c2_1(a1654) | ~spl37_25), 0.21/0.47 inference(subsumption_resolution,[],[f152,f566])). 0.21/0.47 fof(f566,plain,( 0.21/0.47 hskp52 | ~spl37_25), 0.21/0.47 inference(avatar_component_clause,[],[f565])). 0.21/0.47 fof(f152,plain,( 0.21/0.47 ~hskp52 | c2_1(a1654)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2531,plain,( 0.21/0.47 spl37_193 | ~spl37_25), 0.21/0.47 inference(avatar_split_clause,[],[f2530,f565,f2416])). 0.21/0.47 fof(f2530,plain,( 0.21/0.47 c0_1(a1654) | ~spl37_25), 0.21/0.47 inference(subsumption_resolution,[],[f153,f566])). 0.21/0.47 fof(f153,plain,( 0.21/0.47 ~hskp52 | c0_1(a1654)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2526,plain,( 0.21/0.47 ~spl37_26 | ~spl37_142 | spl37_162), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2525])). 0.21/0.47 fof(f2525,plain,( 0.21/0.47 $false | (~spl37_26 | ~spl37_142 | spl37_162)), 0.21/0.47 inference(subsumption_resolution,[],[f2524,f1855])). 0.21/0.47 fof(f1855,plain,( 0.21/0.47 ~c3_1(a1656) | spl37_162), 0.21/0.47 inference(avatar_component_clause,[],[f1853])). 0.21/0.47 fof(f1853,plain,( 0.21/0.47 spl37_162 <=> c3_1(a1656)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_162])])). 0.21/0.47 fof(f2524,plain,( 0.21/0.47 c3_1(a1656) | (~spl37_26 | ~spl37_142)), 0.21/0.47 inference(subsumption_resolution,[],[f2520,f2376])). 0.21/0.47 fof(f2376,plain,( 0.21/0.47 c2_1(a1656) | ~spl37_26), 0.21/0.47 inference(subsumption_resolution,[],[f157,f571])). 0.21/0.47 fof(f571,plain,( 0.21/0.47 hskp53 | ~spl37_26), 0.21/0.47 inference(avatar_component_clause,[],[f570])). 0.21/0.47 fof(f570,plain,( 0.21/0.47 spl37_26 <=> hskp53), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_26])])). 0.21/0.47 fof(f157,plain,( 0.21/0.47 ~hskp53 | c2_1(a1656)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2520,plain,( 0.21/0.47 ~c2_1(a1656) | c3_1(a1656) | (~spl37_26 | ~spl37_142)), 0.21/0.47 inference(resolution,[],[f1185,f2377])). 0.21/0.47 fof(f2377,plain,( 0.21/0.47 c0_1(a1656) | ~spl37_26), 0.21/0.47 inference(subsumption_resolution,[],[f158,f571])). 0.21/0.47 fof(f158,plain,( 0.21/0.47 ~hskp53 | c0_1(a1656)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2523,plain,( 0.21/0.47 ~spl37_30 | ~spl37_98 | ~spl37_142 | ~spl37_155), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2522])). 0.21/0.47 fof(f2522,plain,( 0.21/0.47 $false | (~spl37_30 | ~spl37_98 | ~spl37_142 | ~spl37_155)), 0.21/0.47 inference(subsumption_resolution,[],[f2521,f2280])). 0.21/0.47 fof(f2280,plain,( 0.21/0.47 ~c3_1(a1675) | ~spl37_30), 0.21/0.47 inference(subsumption_resolution,[],[f173,f591])). 0.21/0.47 fof(f2521,plain,( 0.21/0.47 c3_1(a1675) | (~spl37_30 | ~spl37_98 | ~spl37_142 | ~spl37_155)), 0.21/0.47 inference(subsumption_resolution,[],[f2518,f2485])). 0.21/0.47 fof(f2485,plain,( 0.21/0.47 c2_1(a1675) | (~spl37_30 | ~spl37_98)), 0.21/0.47 inference(subsumption_resolution,[],[f2478,f2280])). 0.21/0.47 fof(f2478,plain,( 0.21/0.47 c3_1(a1675) | c2_1(a1675) | (~spl37_30 | ~spl37_98)), 0.21/0.47 inference(resolution,[],[f983,f2279])). 0.21/0.47 fof(f2279,plain,( 0.21/0.47 c1_1(a1675) | ~spl37_30), 0.21/0.47 inference(subsumption_resolution,[],[f172,f591])). 0.21/0.47 fof(f172,plain,( 0.21/0.47 c1_1(a1675) | ~hskp62), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2507,plain,( 0.21/0.47 ~spl37_81 | ~spl37_131 | ~spl37_151 | ~spl37_152 | spl37_153), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2506])). 0.21/0.47 fof(f2506,plain,( 0.21/0.47 $false | (~spl37_81 | ~spl37_131 | ~spl37_151 | ~spl37_152 | spl37_153)), 0.21/0.47 inference(subsumption_resolution,[],[f2505,f2437])). 0.21/0.47 fof(f2437,plain,( 0.21/0.47 ~c0_1(a1715) | (~spl37_81 | ~spl37_151 | spl37_153)), 0.21/0.47 inference(subsumption_resolution,[],[f2428,f1605])). 0.21/0.47 fof(f1605,plain,( 0.21/0.47 ~c2_1(a1715) | spl37_153), 0.21/0.47 inference(avatar_component_clause,[],[f1603])). 0.21/0.47 fof(f1603,plain,( 0.21/0.47 spl37_153 <=> c2_1(a1715)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_153])])). 0.21/0.47 fof(f2428,plain,( 0.21/0.47 c2_1(a1715) | ~c0_1(a1715) | (~spl37_81 | ~spl37_151)), 0.21/0.47 inference(resolution,[],[f914,f1593])). 0.21/0.47 fof(f1593,plain,( 0.21/0.47 c3_1(a1715) | ~spl37_151), 0.21/0.47 inference(avatar_component_clause,[],[f1591])). 0.21/0.47 fof(f1591,plain,( 0.21/0.47 spl37_151 <=> c3_1(a1715)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_151])])). 0.21/0.47 fof(f2505,plain,( 0.21/0.47 c0_1(a1715) | (~spl37_131 | ~spl37_152 | spl37_153)), 0.21/0.47 inference(subsumption_resolution,[],[f2498,f1605])). 0.21/0.47 fof(f2498,plain,( 0.21/0.47 c2_1(a1715) | c0_1(a1715) | (~spl37_131 | ~spl37_152)), 0.21/0.47 inference(resolution,[],[f1124,f1599])). 0.21/0.47 fof(f1599,plain,( 0.21/0.47 c1_1(a1715) | ~spl37_152), 0.21/0.47 inference(avatar_component_clause,[],[f1597])). 0.21/0.47 fof(f1597,plain,( 0.21/0.47 spl37_152 <=> c1_1(a1715)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_152])])). 0.21/0.47 fof(f2468,plain,( 0.21/0.47 ~spl37_192 | ~spl37_197 | ~spl37_92 | ~spl37_161), 0.21/0.47 inference(avatar_split_clause,[],[f2459,f1828,f958,f2465,f2412])). 0.21/0.47 fof(f958,plain,( 0.21/0.47 spl37_92 <=> ! [X70] : (~c2_1(X70) | ~c3_1(X70) | ~c1_1(X70))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_92])])). 0.21/0.47 fof(f2459,plain,( 0.21/0.47 ~c2_1(a1654) | ~c1_1(a1654) | (~spl37_92 | ~spl37_161)), 0.21/0.47 inference(resolution,[],[f959,f1830])). 0.21/0.47 fof(f959,plain,( 0.21/0.47 ( ! [X70] : (~c3_1(X70) | ~c2_1(X70) | ~c1_1(X70)) ) | ~spl37_92), 0.21/0.47 inference(avatar_component_clause,[],[f958])). 0.21/0.47 fof(f2440,plain,( 0.21/0.47 ~spl37_29 | ~spl37_81), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2439])). 0.21/0.47 fof(f2439,plain,( 0.21/0.47 $false | (~spl37_29 | ~spl37_81)), 0.21/0.47 inference(subsumption_resolution,[],[f2438,f2200])). 0.21/0.47 fof(f2200,plain,( 0.21/0.47 c0_1(a1669) | ~spl37_29), 0.21/0.47 inference(subsumption_resolution,[],[f170,f586])). 0.21/0.47 fof(f586,plain,( 0.21/0.47 hskp59 | ~spl37_29), 0.21/0.47 inference(avatar_component_clause,[],[f585])). 0.21/0.47 fof(f585,plain,( 0.21/0.47 spl37_29 <=> hskp59), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_29])])). 0.21/0.47 fof(f170,plain,( 0.21/0.47 c0_1(a1669) | ~hskp59), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2438,plain,( 0.21/0.47 ~c0_1(a1669) | (~spl37_29 | ~spl37_81)), 0.21/0.47 inference(subsumption_resolution,[],[f2429,f2199])). 0.21/0.47 fof(f2199,plain,( 0.21/0.47 ~c2_1(a1669) | ~spl37_29), 0.21/0.47 inference(subsumption_resolution,[],[f169,f586])). 0.21/0.47 fof(f169,plain,( 0.21/0.47 ~c2_1(a1669) | ~hskp59), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2429,plain,( 0.21/0.47 c2_1(a1669) | ~c0_1(a1669) | (~spl37_29 | ~spl37_81)), 0.21/0.47 inference(resolution,[],[f914,f2196])). 0.21/0.47 fof(f2196,plain,( 0.21/0.47 c3_1(a1669) | ~spl37_29), 0.21/0.47 inference(subsumption_resolution,[],[f168,f586])). 0.21/0.47 fof(f168,plain,( 0.21/0.47 c3_1(a1669) | ~hskp59), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2436,plain,( 0.21/0.47 ~spl37_38 | ~spl37_81), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2435])). 0.21/0.47 fof(f2435,plain,( 0.21/0.47 $false | (~spl37_38 | ~spl37_81)), 0.21/0.47 inference(subsumption_resolution,[],[f2434,f2144])). 0.21/0.47 fof(f2144,plain,( 0.21/0.47 c0_1(a1713) | ~spl37_38), 0.21/0.47 inference(subsumption_resolution,[],[f205,f631])). 0.21/0.47 fof(f631,plain,( 0.21/0.47 hskp71 | ~spl37_38), 0.21/0.47 inference(avatar_component_clause,[],[f630])). 0.21/0.47 fof(f630,plain,( 0.21/0.47 spl37_38 <=> hskp71), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_38])])). 0.21/0.47 fof(f205,plain,( 0.21/0.47 ~hskp71 | c0_1(a1713)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2434,plain,( 0.21/0.47 ~c0_1(a1713) | (~spl37_38 | ~spl37_81)), 0.21/0.47 inference(subsumption_resolution,[],[f2427,f1960])). 0.21/0.47 fof(f1960,plain,( 0.21/0.47 ~c2_1(a1713) | ~spl37_38), 0.21/0.47 inference(subsumption_resolution,[],[f203,f631])). 0.21/0.47 fof(f203,plain,( 0.21/0.47 ~hskp71 | ~c2_1(a1713)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2427,plain,( 0.21/0.47 c2_1(a1713) | ~c0_1(a1713) | (~spl37_38 | ~spl37_81)), 0.21/0.47 inference(resolution,[],[f914,f1961])). 0.21/0.47 fof(f1961,plain,( 0.21/0.47 c3_1(a1713) | ~spl37_38), 0.21/0.47 inference(subsumption_resolution,[],[f204,f631])). 0.21/0.47 fof(f204,plain,( 0.21/0.47 ~hskp71 | c3_1(a1713)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2424,plain,( 0.21/0.47 spl37_190 | ~spl37_194 | ~spl37_88 | ~spl37_188), 0.21/0.47 inference(avatar_split_clause,[],[f2396,f2314,f942,f2421,f2402])). 0.21/0.47 fof(f2396,plain,( 0.21/0.47 ~c0_1(a1667) | c1_1(a1667) | (~spl37_88 | ~spl37_188)), 0.21/0.47 inference(resolution,[],[f2316,f943])). 0.21/0.47 fof(f2419,plain,( 0.21/0.47 spl37_192 | ~spl37_193 | ~spl37_88 | ~spl37_161), 0.21/0.47 inference(avatar_split_clause,[],[f2351,f1828,f942,f2416,f2412])). 0.21/0.47 fof(f2351,plain,( 0.21/0.47 ~c0_1(a1654) | c1_1(a1654) | (~spl37_88 | ~spl37_161)), 0.21/0.47 inference(resolution,[],[f1830,f943])). 0.21/0.47 fof(f2405,plain,( 0.21/0.47 ~spl37_6 | ~spl37_190), 0.21/0.47 inference(avatar_split_clause,[],[f76,f2402,f470])). 0.21/0.47 fof(f76,plain,( 0.21/0.47 ~c1_1(a1667) | ~hskp13), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2345,plain,( 0.21/0.47 ~spl37_4 | ~spl37_88 | ~spl37_100 | ~spl37_134 | spl37_163), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2344])). 0.21/0.47 fof(f2344,plain,( 0.21/0.47 $false | (~spl37_4 | ~spl37_88 | ~spl37_100 | ~spl37_134 | spl37_163)), 0.21/0.47 inference(subsumption_resolution,[],[f2339,f1905])). 0.21/0.47 fof(f1905,plain,( 0.21/0.47 ~c1_1(a1664) | spl37_163), 0.21/0.47 inference(avatar_component_clause,[],[f1903])). 0.21/0.47 fof(f1903,plain,( 0.21/0.47 spl37_163 <=> c1_1(a1664)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_163])])). 0.21/0.47 fof(f2339,plain,( 0.21/0.47 c1_1(a1664) | (~spl37_4 | ~spl37_88 | ~spl37_100 | ~spl37_134)), 0.21/0.47 inference(resolution,[],[f2305,f2016])). 0.21/0.47 fof(f2016,plain,( 0.21/0.47 ~c2_1(a1664) | ~spl37_4), 0.21/0.47 inference(subsumption_resolution,[],[f69,f461])). 0.21/0.47 fof(f461,plain,( 0.21/0.47 hskp11 | ~spl37_4), 0.21/0.47 inference(avatar_component_clause,[],[f460])). 0.21/0.47 fof(f460,plain,( 0.21/0.47 spl37_4 <=> hskp11), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_4])])). 0.21/0.47 fof(f69,plain,( 0.21/0.47 ~hskp11 | ~c2_1(a1664)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2305,plain,( 0.21/0.47 ( ! [X0] : (c2_1(X0) | c1_1(X0)) ) | (~spl37_88 | ~spl37_100 | ~spl37_134)), 0.21/0.47 inference(duplicate_literal_removal,[],[f2295])). 0.21/0.47 fof(f2295,plain,( 0.21/0.47 ( ! [X0] : (c1_1(X0) | c1_1(X0) | c2_1(X0)) ) | (~spl37_88 | ~spl37_100 | ~spl37_134)), 0.21/0.47 inference(resolution,[],[f2241,f991])). 0.21/0.47 fof(f2241,plain,( 0.21/0.47 ( ! [X10] : (~c0_1(X10) | c1_1(X10)) ) | (~spl37_88 | ~spl37_134)), 0.21/0.47 inference(subsumption_resolution,[],[f1138,f943])). 0.21/0.47 fof(f1138,plain,( 0.21/0.47 ( ! [X10] : (~c0_1(X10) | c3_1(X10) | c1_1(X10)) ) | ~spl37_134), 0.21/0.47 inference(avatar_component_clause,[],[f1137])). 0.21/0.47 fof(f1137,plain,( 0.21/0.47 spl37_134 <=> ! [X10] : (~c0_1(X10) | c3_1(X10) | c1_1(X10))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_134])])). 0.21/0.47 fof(f2317,plain,( 0.21/0.47 ~spl37_6 | spl37_188), 0.21/0.47 inference(avatar_split_clause,[],[f75,f2314,f470])). 0.21/0.47 fof(f75,plain,( 0.21/0.47 c3_1(a1667) | ~hskp13), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2273,plain,( 0.21/0.47 spl37_185 | ~spl37_5), 0.21/0.47 inference(avatar_split_clause,[],[f72,f465,f2270])). 0.21/0.47 fof(f72,plain,( 0.21/0.47 ~hskp12 | c2_1(a1666)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2220,plain,( 0.21/0.47 ~spl37_5 | ~spl37_88 | ~spl37_90), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2219])). 0.21/0.47 fof(f2219,plain,( 0.21/0.47 $false | (~spl37_5 | ~spl37_88 | ~spl37_90)), 0.21/0.47 inference(subsumption_resolution,[],[f2212,f1422])). 0.21/0.47 fof(f1422,plain,( 0.21/0.47 ~c1_1(a1666) | ~spl37_5), 0.21/0.47 inference(subsumption_resolution,[],[f73,f466])). 0.21/0.47 fof(f2212,plain,( 0.21/0.47 c1_1(a1666) | (~spl37_5 | ~spl37_88 | ~spl37_90)), 0.21/0.47 inference(resolution,[],[f2065,f1423])). 0.21/0.47 fof(f1423,plain,( 0.21/0.47 c3_1(a1666) | ~spl37_5), 0.21/0.47 inference(subsumption_resolution,[],[f74,f466])). 0.21/0.47 fof(f2065,plain,( 0.21/0.47 ( ! [X73] : (~c3_1(X73) | c1_1(X73)) ) | (~spl37_88 | ~spl37_90)), 0.21/0.47 inference(subsumption_resolution,[],[f951,f943])). 0.21/0.47 fof(f2140,plain,( 0.21/0.47 ~spl37_59 | ~spl37_83 | spl37_143), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2139])). 0.21/0.47 fof(f2139,plain,( 0.21/0.47 $false | (~spl37_59 | ~spl37_83 | spl37_143)), 0.21/0.47 inference(subsumption_resolution,[],[f2138,f2131])). 0.21/0.47 fof(f2131,plain,( 0.21/0.47 ~c0_1(a1704) | ~spl37_59), 0.21/0.47 inference(subsumption_resolution,[],[f288,f736])). 0.21/0.47 fof(f736,plain,( 0.21/0.47 hskp33 | ~spl37_59), 0.21/0.47 inference(avatar_component_clause,[],[f735])). 0.21/0.47 fof(f735,plain,( 0.21/0.47 spl37_59 <=> hskp33), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_59])])). 0.21/0.47 fof(f288,plain,( 0.21/0.47 ~c0_1(a1704) | ~hskp33), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2138,plain,( 0.21/0.47 c0_1(a1704) | (~spl37_59 | ~spl37_83 | spl37_143)), 0.21/0.47 inference(subsumption_resolution,[],[f2137,f1319])). 0.21/0.47 fof(f1319,plain,( 0.21/0.47 ~c2_1(a1704) | spl37_143), 0.21/0.47 inference(avatar_component_clause,[],[f1317])). 0.21/0.47 fof(f1317,plain,( 0.21/0.47 spl37_143 <=> c2_1(a1704)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_143])])). 0.21/0.47 fof(f2137,plain,( 0.21/0.47 c2_1(a1704) | c0_1(a1704) | (~spl37_59 | ~spl37_83)), 0.21/0.47 inference(resolution,[],[f2134,f922])). 0.21/0.47 fof(f922,plain,( 0.21/0.47 ( ! [X83] : (~c3_1(X83) | c2_1(X83) | c0_1(X83)) ) | ~spl37_83), 0.21/0.47 inference(avatar_component_clause,[],[f921])). 0.21/0.47 fof(f2134,plain,( 0.21/0.47 c3_1(a1704) | ~spl37_59), 0.21/0.47 inference(subsumption_resolution,[],[f289,f736])). 0.21/0.47 fof(f289,plain,( 0.21/0.47 c3_1(a1704) | ~hskp33), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2116,plain,( 0.21/0.47 ~spl37_179 | ~spl37_44), 0.21/0.47 inference(avatar_split_clause,[],[f228,f660,f2113])). 0.21/0.47 fof(f228,plain,( 0.21/0.47 ~hskp61 | ~c1_1(a1674)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2055,plain,( 0.21/0.47 ~spl37_39 | ~spl37_88), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2054])). 0.21/0.47 fof(f2054,plain,( 0.21/0.47 $false | (~spl37_39 | ~spl37_88)), 0.21/0.47 inference(subsumption_resolution,[],[f2053,f1857])). 0.21/0.47 fof(f1857,plain,( 0.21/0.47 ~c1_1(a1709) | ~spl37_39), 0.21/0.47 inference(subsumption_resolution,[],[f207,f636])). 0.21/0.47 fof(f636,plain,( 0.21/0.47 hskp69 | ~spl37_39), 0.21/0.47 inference(avatar_component_clause,[],[f635])). 0.21/0.47 fof(f635,plain,( 0.21/0.47 spl37_39 <=> hskp69), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_39])])). 0.21/0.47 fof(f207,plain,( 0.21/0.47 ~c1_1(a1709) | ~hskp69), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2053,plain,( 0.21/0.47 c1_1(a1709) | (~spl37_39 | ~spl37_88)), 0.21/0.47 inference(subsumption_resolution,[],[f2043,f1861])). 0.21/0.47 fof(f1861,plain,( 0.21/0.47 c0_1(a1709) | ~spl37_39), 0.21/0.47 inference(subsumption_resolution,[],[f209,f636])). 0.21/0.47 fof(f209,plain,( 0.21/0.47 c0_1(a1709) | ~hskp69), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2043,plain,( 0.21/0.47 ~c0_1(a1709) | c1_1(a1709) | (~spl37_39 | ~spl37_88)), 0.21/0.47 inference(resolution,[],[f943,f1858])). 0.21/0.47 fof(f1858,plain,( 0.21/0.47 c3_1(a1709) | ~spl37_39), 0.21/0.47 inference(subsumption_resolution,[],[f208,f636])). 0.21/0.47 fof(f208,plain,( 0.21/0.47 c3_1(a1709) | ~hskp69), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2052,plain,( 0.21/0.47 ~spl37_44 | ~spl37_83 | ~spl37_88), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2051])). 0.21/0.47 fof(f2051,plain,( 0.21/0.47 $false | (~spl37_44 | ~spl37_83 | ~spl37_88)), 0.21/0.47 inference(subsumption_resolution,[],[f2050,f1338])). 0.21/0.47 fof(f1338,plain,( 0.21/0.47 ~c1_1(a1674) | ~spl37_44), 0.21/0.47 inference(subsumption_resolution,[],[f228,f661])). 0.21/0.47 fof(f2050,plain,( 0.21/0.47 c1_1(a1674) | (~spl37_44 | ~spl37_83 | ~spl37_88)), 0.21/0.47 inference(subsumption_resolution,[],[f2042,f1573])). 0.21/0.47 fof(f1573,plain,( 0.21/0.47 c0_1(a1674) | (~spl37_44 | ~spl37_83)), 0.21/0.47 inference(subsumption_resolution,[],[f1568,f1339])). 0.21/0.47 fof(f1339,plain,( 0.21/0.47 ~c2_1(a1674) | ~spl37_44), 0.21/0.47 inference(subsumption_resolution,[],[f229,f661])). 0.21/0.47 fof(f1568,plain,( 0.21/0.47 c2_1(a1674) | c0_1(a1674) | (~spl37_44 | ~spl37_83)), 0.21/0.47 inference(resolution,[],[f922,f1340])). 0.21/0.47 fof(f1340,plain,( 0.21/0.47 c3_1(a1674) | ~spl37_44), 0.21/0.47 inference(subsumption_resolution,[],[f230,f661])). 0.21/0.47 fof(f2042,plain,( 0.21/0.47 ~c0_1(a1674) | c1_1(a1674) | (~spl37_44 | ~spl37_88)), 0.21/0.47 inference(resolution,[],[f943,f1340])). 0.21/0.47 fof(f2013,plain,( 0.21/0.47 ~spl37_9 | ~spl37_100 | spl37_148), 0.21/0.47 inference(avatar_contradiction_clause,[],[f2012])). 0.21/0.47 fof(f2012,plain,( 0.21/0.47 $false | (~spl37_9 | ~spl37_100 | spl37_148)), 0.21/0.47 inference(subsumption_resolution,[],[f2011,f1983])). 0.21/0.47 fof(f1983,plain,( 0.21/0.47 ~c2_1(a1678) | ~spl37_9), 0.21/0.47 inference(subsumption_resolution,[],[f89,f486])). 0.21/0.47 fof(f486,plain,( 0.21/0.47 hskp17 | ~spl37_9), 0.21/0.47 inference(avatar_component_clause,[],[f485])). 0.21/0.47 fof(f485,plain,( 0.21/0.47 spl37_9 <=> hskp17), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_9])])). 0.21/0.47 fof(f89,plain,( 0.21/0.47 ~c2_1(a1678) | ~hskp17), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f2011,plain,( 0.21/0.47 c2_1(a1678) | (~spl37_9 | ~spl37_100 | spl37_148)), 0.21/0.47 inference(subsumption_resolution,[],[f2006,f1516])). 0.21/0.47 fof(f1516,plain,( 0.21/0.47 ~c1_1(a1678) | spl37_148), 0.21/0.47 inference(avatar_component_clause,[],[f1514])). 0.21/0.47 fof(f1514,plain,( 0.21/0.47 spl37_148 <=> c1_1(a1678)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_148])])). 0.21/0.47 fof(f2006,plain,( 0.21/0.47 c1_1(a1678) | c2_1(a1678) | (~spl37_9 | ~spl37_100)), 0.21/0.47 inference(resolution,[],[f991,f1986])). 0.21/0.47 fof(f1986,plain,( 0.21/0.47 ~c0_1(a1678) | ~spl37_9), 0.21/0.47 inference(subsumption_resolution,[],[f90,f486])). 0.21/0.47 fof(f90,plain,( 0.21/0.47 ~c0_1(a1678) | ~hskp17), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1980,plain,( 0.21/0.47 ~spl37_51 | ~spl37_102 | ~spl37_147), 0.21/0.47 inference(avatar_contradiction_clause,[],[f1979])). 0.21/0.47 fof(f1979,plain,( 0.21/0.47 $false | (~spl37_51 | ~spl37_102 | ~spl37_147)), 0.21/0.47 inference(subsumption_resolution,[],[f1978,f1928])). 0.21/0.47 fof(f1928,plain,( 0.21/0.47 ~c3_1(a1649) | ~spl37_51), 0.21/0.47 inference(subsumption_resolution,[],[f257,f696])). 0.21/0.47 fof(f696,plain,( 0.21/0.47 hskp48 | ~spl37_51), 0.21/0.47 inference(avatar_component_clause,[],[f695])). 0.21/0.47 fof(f695,plain,( 0.21/0.47 spl37_51 <=> hskp48), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_51])])). 0.21/0.47 fof(f257,plain,( 0.21/0.47 ~hskp48 | ~c3_1(a1649)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1978,plain,( 0.21/0.47 c3_1(a1649) | (~spl37_51 | ~spl37_102 | ~spl37_147)), 0.21/0.47 inference(subsumption_resolution,[],[f1969,f1930])). 0.21/0.47 fof(f1930,plain,( 0.21/0.47 c1_1(a1649) | (~spl37_51 | ~spl37_102)), 0.21/0.47 inference(subsumption_resolution,[],[f1929,f1927])). 0.21/0.47 fof(f1927,plain,( 0.21/0.47 ~c2_1(a1649) | ~spl37_51), 0.21/0.47 inference(subsumption_resolution,[],[f256,f696])). 0.21/0.47 fof(f256,plain,( 0.21/0.47 ~hskp48 | ~c2_1(a1649)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1929,plain,( 0.21/0.47 c1_1(a1649) | c2_1(a1649) | (~spl37_51 | ~spl37_102)), 0.21/0.47 inference(resolution,[],[f1928,f999])). 0.21/0.47 fof(f1969,plain,( 0.21/0.47 ~c1_1(a1649) | c3_1(a1649) | (~spl37_51 | ~spl37_147)), 0.21/0.47 inference(resolution,[],[f1380,f1925])). 0.21/0.47 fof(f1925,plain,( 0.21/0.47 c0_1(a1649) | ~spl37_51), 0.21/0.47 inference(subsumption_resolution,[],[f255,f696])). 0.21/0.47 fof(f255,plain,( 0.21/0.47 ~hskp48 | c0_1(a1649)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1957,plain,( 0.21/0.47 spl37_131 | ~spl37_1 | spl37_38 | spl37_57), 0.21/0.47 inference(avatar_split_clause,[],[f1312,f725,f630,f446,f1123])). 0.21/0.47 fof(f1312,plain,( 0.21/0.47 ( ! [X34] : (c2_1(X34) | c0_1(X34) | ~c1_1(X34)) ) | (~spl37_1 | spl37_38 | spl37_57)), 0.21/0.47 inference(subsumption_resolution,[],[f1311,f448])). 0.21/0.47 fof(f1311,plain,( 0.21/0.47 ( ! [X34] : (~ndr1_0 | c2_1(X34) | c0_1(X34) | ~c1_1(X34)) ) | (spl37_38 | spl37_57)), 0.21/0.47 inference(subsumption_resolution,[],[f1310,f727])). 0.21/0.47 fof(f727,plain,( 0.21/0.47 ~hskp36 | spl37_57), 0.21/0.47 inference(avatar_component_clause,[],[f725])). 0.21/0.47 fof(f1310,plain,( 0.21/0.47 ( ! [X34] : (hskp36 | ~ndr1_0 | c2_1(X34) | c0_1(X34) | ~c1_1(X34)) ) | spl37_38), 0.21/0.47 inference(subsumption_resolution,[],[f27,f632])). 0.21/0.47 fof(f632,plain,( 0.21/0.47 ~hskp71 | spl37_38), 0.21/0.47 inference(avatar_component_clause,[],[f630])). 0.21/0.47 fof(f27,plain,( 0.21/0.47 ( ! [X34] : (hskp71 | hskp36 | ~ndr1_0 | c2_1(X34) | c0_1(X34) | ~c1_1(X34)) )), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1914,plain,( 0.21/0.47 ~spl37_10 | ~spl37_102), 0.21/0.47 inference(avatar_contradiction_clause,[],[f1913])). 0.21/0.47 fof(f1913,plain,( 0.21/0.47 $false | (~spl37_10 | ~spl37_102)), 0.21/0.47 inference(subsumption_resolution,[],[f1912,f1910])). 0.21/0.47 fof(f1910,plain,( 0.21/0.47 c2_1(a1682) | (~spl37_10 | ~spl37_102)), 0.21/0.47 inference(subsumption_resolution,[],[f1909,f1907])). 0.21/0.47 fof(f1907,plain,( 0.21/0.47 ~c1_1(a1682) | ~spl37_10), 0.21/0.47 inference(subsumption_resolution,[],[f91,f491])). 0.21/0.47 fof(f491,plain,( 0.21/0.47 hskp20 | ~spl37_10), 0.21/0.47 inference(avatar_component_clause,[],[f490])). 0.21/0.47 fof(f490,plain,( 0.21/0.47 spl37_10 <=> hskp20), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_10])])). 0.21/0.47 fof(f91,plain,( 0.21/0.47 ~hskp20 | ~c1_1(a1682)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1909,plain,( 0.21/0.47 c1_1(a1682) | c2_1(a1682) | (~spl37_10 | ~spl37_102)), 0.21/0.47 inference(resolution,[],[f1908,f999])). 0.21/0.47 fof(f1908,plain,( 0.21/0.47 ~c3_1(a1682) | ~spl37_10), 0.21/0.47 inference(subsumption_resolution,[],[f92,f491])). 0.21/0.47 fof(f92,plain,( 0.21/0.47 ~hskp20 | ~c3_1(a1682)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1912,plain,( 0.21/0.47 ~c2_1(a1682) | ~spl37_10), 0.21/0.47 inference(subsumption_resolution,[],[f93,f491])). 0.21/0.47 fof(f93,plain,( 0.21/0.47 ~hskp20 | ~c2_1(a1682)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1906,plain,( 0.21/0.47 ~spl37_163 | ~spl37_4), 0.21/0.47 inference(avatar_split_clause,[],[f68,f460,f1903])). 0.21/0.47 fof(f68,plain,( 0.21/0.47 ~hskp11 | ~c1_1(a1664)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1885,plain,( 0.21/0.47 ~spl37_73 | ~spl37_102), 0.21/0.47 inference(avatar_contradiction_clause,[],[f1884])). 0.21/0.47 fof(f1884,plain,( 0.21/0.47 $false | (~spl37_73 | ~spl37_102)), 0.21/0.47 inference(subsumption_resolution,[],[f1883,f1457])). 0.21/0.47 fof(f1457,plain,( 0.21/0.47 ~c2_1(a1650) | ~spl37_73), 0.21/0.47 inference(subsumption_resolution,[],[f346,f806])). 0.21/0.47 fof(f806,plain,( 0.21/0.47 hskp6 | ~spl37_73), 0.21/0.47 inference(avatar_component_clause,[],[f805])). 0.21/0.47 fof(f805,plain,( 0.21/0.47 spl37_73 <=> hskp6), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_73])])). 0.21/0.47 fof(f346,plain,( 0.21/0.47 ~hskp6 | ~c2_1(a1650)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1883,plain,( 0.21/0.47 c2_1(a1650) | (~spl37_73 | ~spl37_102)), 0.21/0.47 inference(subsumption_resolution,[],[f1870,f1454])). 0.21/0.47 fof(f1454,plain,( 0.21/0.47 ~c1_1(a1650) | ~spl37_73), 0.21/0.47 inference(subsumption_resolution,[],[f344,f806])). 0.21/0.47 fof(f344,plain,( 0.21/0.47 ~hskp6 | ~c1_1(a1650)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1870,plain,( 0.21/0.47 c1_1(a1650) | c2_1(a1650) | (~spl37_73 | ~spl37_102)), 0.21/0.47 inference(resolution,[],[f999,f1455])). 0.21/0.47 fof(f1455,plain,( 0.21/0.47 ~c3_1(a1650) | ~spl37_73), 0.21/0.47 inference(subsumption_resolution,[],[f345,f806])). 0.21/0.47 fof(f345,plain,( 0.21/0.47 ~hskp6 | ~c3_1(a1650)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1856,plain,( 0.21/0.47 ~spl37_162 | ~spl37_26), 0.21/0.47 inference(avatar_split_clause,[],[f156,f570,f1853])). 0.21/0.47 fof(f156,plain,( 0.21/0.47 ~hskp53 | ~c3_1(a1656)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1847,plain,( 0.21/0.47 ~spl37_26 | ~spl37_129 | ~spl37_142), 0.21/0.47 inference(avatar_contradiction_clause,[],[f1846])). 0.21/0.47 fof(f1846,plain,( 0.21/0.47 $false | (~spl37_26 | ~spl37_129 | ~spl37_142)), 0.21/0.47 inference(subsumption_resolution,[],[f1844,f1833])). 0.21/0.47 fof(f1833,plain,( 0.21/0.47 c2_1(a1656) | ~spl37_26), 0.21/0.47 inference(subsumption_resolution,[],[f157,f571])). 0.21/0.47 fof(f1844,plain,( 0.21/0.47 ~c2_1(a1656) | (~spl37_26 | ~spl37_129 | ~spl37_142)), 0.21/0.47 inference(resolution,[],[f1838,f1835])). 0.21/0.47 fof(f1835,plain,( 0.21/0.47 c0_1(a1656) | ~spl37_26), 0.21/0.47 inference(subsumption_resolution,[],[f158,f571])). 0.21/0.47 fof(f1838,plain,( 0.21/0.47 ( ! [X0] : (~c0_1(X0) | ~c2_1(X0)) ) | (~spl37_129 | ~spl37_142)), 0.21/0.47 inference(subsumption_resolution,[],[f1185,f1116])). 0.21/0.47 fof(f1116,plain,( 0.21/0.47 ( ! [X19] : (~c3_1(X19) | ~c2_1(X19) | ~c0_1(X19)) ) | ~spl37_129), 0.21/0.47 inference(avatar_component_clause,[],[f1115])). 0.21/0.47 fof(f1115,plain,( 0.21/0.47 spl37_129 <=> ! [X19] : (~c2_1(X19) | ~c3_1(X19) | ~c0_1(X19))), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_129])])). 0.21/0.47 fof(f1831,plain,( 0.21/0.47 spl37_161 | ~spl37_25), 0.21/0.47 inference(avatar_split_clause,[],[f151,f565,f1828])). 0.21/0.47 fof(f151,plain,( 0.21/0.47 ~hskp52 | c3_1(a1654)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1824,plain,( 0.21/0.47 ~spl37_25 | ~spl37_129), 0.21/0.47 inference(avatar_contradiction_clause,[],[f1823])). 0.21/0.47 fof(f1823,plain,( 0.21/0.47 $false | (~spl37_25 | ~spl37_129)), 0.21/0.47 inference(subsumption_resolution,[],[f1822,f1702])). 0.21/0.47 fof(f1702,plain,( 0.21/0.47 c0_1(a1654) | ~spl37_25), 0.21/0.47 inference(subsumption_resolution,[],[f153,f566])). 0.21/0.47 fof(f1822,plain,( 0.21/0.47 ~c0_1(a1654) | (~spl37_25 | ~spl37_129)), 0.21/0.47 inference(subsumption_resolution,[],[f1819,f1700])). 0.21/0.47 fof(f1700,plain,( 0.21/0.47 c2_1(a1654) | ~spl37_25), 0.21/0.47 inference(subsumption_resolution,[],[f152,f566])). 0.21/0.47 fof(f1819,plain,( 0.21/0.47 ~c2_1(a1654) | ~c0_1(a1654) | (~spl37_25 | ~spl37_129)), 0.21/0.47 inference(resolution,[],[f1116,f1698])). 0.21/0.47 fof(f1698,plain,( 0.21/0.47 c3_1(a1654) | ~spl37_25), 0.21/0.47 inference(subsumption_resolution,[],[f151,f566])). 0.21/0.47 fof(f1804,plain,( 0.21/0.47 ~spl37_68 | ~spl37_100 | spl37_149), 0.21/0.47 inference(avatar_contradiction_clause,[],[f1803])). 0.21/0.47 fof(f1803,plain,( 0.21/0.47 $false | (~spl37_68 | ~spl37_100 | spl37_149)), 0.21/0.47 inference(subsumption_resolution,[],[f1802,f1521])). 0.21/0.47 fof(f1521,plain,( 0.21/0.47 ~c2_1(a1677) | spl37_149), 0.21/0.47 inference(avatar_component_clause,[],[f1519])). 0.21/0.47 fof(f1519,plain,( 0.21/0.47 spl37_149 <=> c2_1(a1677)), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_149])])). 0.21/0.47 fof(f1802,plain,( 0.21/0.47 c2_1(a1677) | (~spl37_68 | ~spl37_100)), 0.21/0.47 inference(subsumption_resolution,[],[f1793,f1559])). 0.21/0.47 fof(f1559,plain,( 0.21/0.47 ~c1_1(a1677) | ~spl37_68), 0.21/0.47 inference(subsumption_resolution,[],[f325,f781])). 0.21/0.47 fof(f781,plain,( 0.21/0.47 hskp16 | ~spl37_68), 0.21/0.47 inference(avatar_component_clause,[],[f780])). 0.21/0.47 fof(f780,plain,( 0.21/0.47 spl37_68 <=> hskp16), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_68])])). 0.21/0.47 fof(f325,plain,( 0.21/0.47 ~hskp16 | ~c1_1(a1677)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1793,plain,( 0.21/0.47 c1_1(a1677) | c2_1(a1677) | (~spl37_68 | ~spl37_100)), 0.21/0.47 inference(resolution,[],[f991,f1560])). 0.21/0.47 fof(f1560,plain,( 0.21/0.47 ~c0_1(a1677) | ~spl37_68), 0.21/0.47 inference(subsumption_resolution,[],[f326,f781])). 0.21/0.47 fof(f326,plain,( 0.21/0.47 ~hskp16 | ~c0_1(a1677)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1779,plain,( 0.21/0.47 ~spl37_69 | ~spl37_154), 0.21/0.47 inference(avatar_contradiction_clause,[],[f1778])). 0.21/0.47 fof(f1778,plain,( 0.21/0.47 $false | (~spl37_69 | ~spl37_154)), 0.21/0.47 inference(subsumption_resolution,[],[f1771,f1561])). 0.21/0.47 fof(f1561,plain,( 0.21/0.47 ~c2_1(a1663) | ~spl37_69), 0.21/0.47 inference(subsumption_resolution,[],[f328,f786])). 0.21/0.47 fof(f786,plain,( 0.21/0.47 hskp10 | ~spl37_69), 0.21/0.47 inference(avatar_component_clause,[],[f785])). 0.21/0.47 fof(f785,plain,( 0.21/0.47 spl37_69 <=> hskp10), 0.21/0.47 introduced(avatar_definition,[new_symbols(naming,[spl37_69])])). 0.21/0.47 fof(f328,plain,( 0.21/0.47 ~hskp10 | ~c2_1(a1663)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1771,plain,( 0.21/0.47 c2_1(a1663) | (~spl37_69 | ~spl37_154)), 0.21/0.47 inference(resolution,[],[f1611,f1562])). 0.21/0.47 fof(f1562,plain,( 0.21/0.47 ~c0_1(a1663) | ~spl37_69), 0.21/0.47 inference(subsumption_resolution,[],[f329,f786])). 0.21/0.47 fof(f329,plain,( 0.21/0.47 ~hskp10 | ~c0_1(a1663)), 0.21/0.47 inference(cnf_transformation,[],[f6])). 0.21/0.47 fof(f1611,plain,( 0.21/0.47 ( ! [X56] : (c0_1(X56) | c2_1(X56)) ) | ~spl37_154), 0.21/0.47 inference(avatar_component_clause,[],[f1610])). 0.21/0.48 fof(f1610,plain,( 0.21/0.48 spl37_154 <=> ! [X56] : (c0_1(X56) | c2_1(X56))), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_154])])). 0.21/0.48 fof(f1766,plain,( 0.21/0.48 spl37_154 | ~spl37_100 | ~spl37_131), 0.21/0.48 inference(avatar_split_clause,[],[f1755,f1123,f990,f1610])). 0.21/0.48 fof(f1755,plain,( 0.21/0.48 ( ! [X58] : (c0_1(X58) | c2_1(X58)) ) | (~spl37_100 | ~spl37_131)), 0.21/0.48 inference(subsumption_resolution,[],[f991,f1124])). 0.21/0.48 fof(f1765,plain,( 0.21/0.48 spl37_159 | ~spl37_55), 0.21/0.48 inference(avatar_split_clause,[],[f272,f715,f1762])). 0.21/0.48 fof(f272,plain,( 0.21/0.48 ~hskp38 | c3_1(a1718)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1753,plain,( 0.21/0.48 ~spl37_55 | ~spl37_83), 0.21/0.48 inference(avatar_contradiction_clause,[],[f1752])). 0.21/0.48 fof(f1752,plain,( 0.21/0.48 $false | (~spl37_55 | ~spl37_83)), 0.21/0.48 inference(subsumption_resolution,[],[f1751,f1750])). 0.21/0.48 fof(f1750,plain,( 0.21/0.48 ~c0_1(a1718) | ~spl37_55), 0.21/0.48 inference(subsumption_resolution,[],[f274,f716])). 0.21/0.48 fof(f1751,plain,( 0.21/0.48 c0_1(a1718) | (~spl37_55 | ~spl37_83)), 0.21/0.48 inference(subsumption_resolution,[],[f1748,f1749])). 0.21/0.48 fof(f1749,plain,( 0.21/0.48 ~c2_1(a1718) | ~spl37_55), 0.21/0.48 inference(subsumption_resolution,[],[f273,f716])). 0.21/0.48 fof(f1748,plain,( 0.21/0.48 c2_1(a1718) | c0_1(a1718) | (~spl37_55 | ~spl37_83)), 0.21/0.48 inference(resolution,[],[f1747,f922])). 0.21/0.48 fof(f1747,plain,( 0.21/0.48 c3_1(a1718) | ~spl37_55), 0.21/0.48 inference(subsumption_resolution,[],[f272,f716])). 0.21/0.48 fof(f1720,plain,( 0.21/0.48 ~spl37_36 | ~spl37_142), 0.21/0.48 inference(avatar_contradiction_clause,[],[f1719])). 0.21/0.48 fof(f1719,plain,( 0.21/0.48 $false | (~spl37_36 | ~spl37_142)), 0.21/0.48 inference(subsumption_resolution,[],[f1718,f1265])). 0.21/0.48 fof(f1265,plain,( 0.21/0.48 ~c3_1(a1717) | ~spl37_36), 0.21/0.48 inference(subsumption_resolution,[],[f196,f621])). 0.21/0.48 fof(f621,plain,( 0.21/0.48 hskp74 | ~spl37_36), 0.21/0.48 inference(avatar_component_clause,[],[f620])). 0.21/0.48 fof(f620,plain,( 0.21/0.48 spl37_36 <=> hskp74), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_36])])). 0.21/0.48 fof(f196,plain,( 0.21/0.48 ~c3_1(a1717) | ~hskp74), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1718,plain,( 0.21/0.48 c3_1(a1717) | (~spl37_36 | ~spl37_142)), 0.21/0.48 inference(subsumption_resolution,[],[f1713,f1267])). 0.21/0.48 fof(f1267,plain,( 0.21/0.48 c2_1(a1717) | ~spl37_36), 0.21/0.48 inference(subsumption_resolution,[],[f197,f621])). 0.21/0.48 fof(f197,plain,( 0.21/0.48 c2_1(a1717) | ~hskp74), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1713,plain,( 0.21/0.48 ~c2_1(a1717) | c3_1(a1717) | (~spl37_36 | ~spl37_142)), 0.21/0.48 inference(resolution,[],[f1185,f1268])). 0.21/0.48 fof(f1268,plain,( 0.21/0.48 c0_1(a1717) | ~spl37_36), 0.21/0.48 inference(subsumption_resolution,[],[f198,f621])). 0.21/0.48 fof(f198,plain,( 0.21/0.48 c0_1(a1717) | ~hskp74), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1697,plain,( 0.21/0.48 spl37_142 | ~spl37_1 | ~spl37_99 | ~spl37_101), 0.21/0.48 inference(avatar_split_clause,[],[f1696,f994,f986,f446,f1184])). 0.21/0.48 fof(f986,plain,( 0.21/0.48 spl37_99 <=> sP11), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_99])])). 0.21/0.48 fof(f994,plain,( 0.21/0.48 spl37_101 <=> sP12), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_101])])). 0.21/0.48 fof(f1696,plain,( 0.21/0.48 ( ! [X57] : (c3_1(X57) | ~c2_1(X57) | ~c0_1(X57)) ) | (~spl37_1 | ~spl37_99 | ~spl37_101)), 0.21/0.48 inference(subsumption_resolution,[],[f1695,f996])). 0.21/0.48 fof(f996,plain,( 0.21/0.48 sP12 | ~spl37_101), 0.21/0.48 inference(avatar_component_clause,[],[f994])). 0.21/0.48 fof(f1695,plain,( 0.21/0.48 ( ! [X57] : (c3_1(X57) | ~c2_1(X57) | ~c0_1(X57) | ~sP12) ) | (~spl37_1 | ~spl37_99)), 0.21/0.48 inference(subsumption_resolution,[],[f1694,f988])). 0.21/0.48 fof(f988,plain,( 0.21/0.48 sP11 | ~spl37_99), 0.21/0.48 inference(avatar_component_clause,[],[f986])). 0.21/0.48 fof(f1694,plain,( 0.21/0.48 ( ! [X57] : (c3_1(X57) | ~c2_1(X57) | ~c0_1(X57) | ~sP11 | ~sP12) ) | ~spl37_1), 0.21/0.48 inference(subsumption_resolution,[],[f396,f448])). 0.21/0.48 fof(f396,plain,( 0.21/0.48 ( ! [X57] : (~ndr1_0 | c3_1(X57) | ~c2_1(X57) | ~c0_1(X57) | ~sP11 | ~sP12) )), 0.21/0.48 inference(general_splitting,[],[f394,f395_D])). 0.21/0.48 fof(f395,plain,( 0.21/0.48 ( ! [X59] : (c2_1(X59) | c3_1(X59) | c1_1(X59) | sP12) )), 0.21/0.48 inference(cnf_transformation,[],[f395_D])). 0.21/0.48 fof(f395_D,plain,( 0.21/0.48 ( ! [X59] : (c2_1(X59) | c3_1(X59) | c1_1(X59)) ) <=> ~sP12), 0.21/0.48 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP12])])). 0.21/0.48 fof(f394,plain,( 0.21/0.48 ( ! [X59,X57] : (c2_1(X59) | c3_1(X59) | c1_1(X59) | ~ndr1_0 | c3_1(X57) | ~c2_1(X57) | ~c0_1(X57) | ~sP11) )), 0.21/0.48 inference(general_splitting,[],[f40,f393_D])). 0.21/0.48 fof(f393,plain,( 0.21/0.48 ( ! [X58] : (c1_1(X58) | c2_1(X58) | c0_1(X58) | sP11) )), 0.21/0.48 inference(cnf_transformation,[],[f393_D])). 0.21/0.48 fof(f393_D,plain,( 0.21/0.48 ( ! [X58] : (c1_1(X58) | c2_1(X58) | c0_1(X58)) ) <=> ~sP11), 0.21/0.48 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP11])])). 0.21/0.48 fof(f40,plain,( 0.21/0.48 ( ! [X58,X59,X57] : (c2_1(X59) | c3_1(X59) | c1_1(X59) | c1_1(X58) | c2_1(X58) | c0_1(X58) | ~ndr1_0 | c3_1(X57) | ~c2_1(X57) | ~c0_1(X57)) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1690,plain,( 0.21/0.48 ~spl37_48 | spl37_156), 0.21/0.48 inference(avatar_split_clause,[],[f243,f1687,f680])). 0.21/0.48 fof(f243,plain,( 0.21/0.48 c1_1(a1661) | ~hskp55), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1685,plain,( 0.21/0.48 ~spl37_30 | spl37_155), 0.21/0.48 inference(avatar_split_clause,[],[f171,f1682,f590])). 0.21/0.48 fof(f171,plain,( 0.21/0.48 c0_1(a1675) | ~hskp62), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1666,plain,( 0.21/0.48 ~spl37_46 | ~spl37_90), 0.21/0.48 inference(avatar_contradiction_clause,[],[f1665])). 0.21/0.48 fof(f1665,plain,( 0.21/0.48 $false | (~spl37_46 | ~spl37_90)), 0.21/0.48 inference(subsumption_resolution,[],[f1664,f1414])). 0.21/0.48 fof(f1414,plain,( 0.21/0.48 ~c1_1(a1668) | ~spl37_46), 0.21/0.48 inference(subsumption_resolution,[],[f237,f671])). 0.21/0.48 fof(f671,plain,( 0.21/0.48 hskp58 | ~spl37_46), 0.21/0.48 inference(avatar_component_clause,[],[f670])). 0.21/0.48 fof(f670,plain,( 0.21/0.48 spl37_46 <=> hskp58), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_46])])). 0.21/0.48 fof(f237,plain,( 0.21/0.48 ~hskp58 | ~c1_1(a1668)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1664,plain,( 0.21/0.48 c1_1(a1668) | (~spl37_46 | ~spl37_90)), 0.21/0.48 inference(subsumption_resolution,[],[f1655,f1413])). 0.21/0.48 fof(f1413,plain,( 0.21/0.48 ~c0_1(a1668) | ~spl37_46), 0.21/0.48 inference(subsumption_resolution,[],[f236,f671])). 0.21/0.48 fof(f236,plain,( 0.21/0.48 ~hskp58 | ~c0_1(a1668)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1655,plain,( 0.21/0.48 c0_1(a1668) | c1_1(a1668) | (~spl37_46 | ~spl37_90)), 0.21/0.48 inference(resolution,[],[f951,f1415])). 0.21/0.48 fof(f1415,plain,( 0.21/0.48 c3_1(a1668) | ~spl37_46), 0.21/0.48 inference(subsumption_resolution,[],[f238,f671])). 0.21/0.48 fof(f238,plain,( 0.21/0.48 ~hskp58 | c3_1(a1668)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1652,plain,( 0.21/0.48 spl37_90 | ~spl37_1 | spl37_39 | ~spl37_97), 0.21/0.48 inference(avatar_split_clause,[],[f1651,f978,f635,f446,f950])). 0.21/0.48 fof(f978,plain,( 0.21/0.48 spl37_97 <=> sP10), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_97])])). 0.21/0.48 fof(f1651,plain,( 0.21/0.48 ( ! [X61] : (c1_1(X61) | c0_1(X61) | ~c3_1(X61)) ) | (~spl37_1 | spl37_39 | ~spl37_97)), 0.21/0.48 inference(subsumption_resolution,[],[f1650,f980])). 0.21/0.48 fof(f980,plain,( 0.21/0.48 sP10 | ~spl37_97), 0.21/0.48 inference(avatar_component_clause,[],[f978])). 0.21/0.48 fof(f1650,plain,( 0.21/0.48 ( ! [X61] : (c1_1(X61) | c0_1(X61) | ~c3_1(X61) | ~sP10) ) | (~spl37_1 | spl37_39)), 0.21/0.48 inference(subsumption_resolution,[],[f1649,f637])). 0.21/0.48 fof(f637,plain,( 0.21/0.48 ~hskp69 | spl37_39), 0.21/0.48 inference(avatar_component_clause,[],[f635])). 0.21/0.48 fof(f1649,plain,( 0.21/0.48 ( ! [X61] : (c1_1(X61) | c0_1(X61) | ~c3_1(X61) | hskp69 | ~sP10) ) | ~spl37_1), 0.21/0.48 inference(subsumption_resolution,[],[f392,f448])). 0.21/0.48 fof(f392,plain,( 0.21/0.48 ( ! [X61] : (c1_1(X61) | c0_1(X61) | ~c3_1(X61) | ~ndr1_0 | hskp69 | ~sP10) )), 0.21/0.48 inference(general_splitting,[],[f41,f391_D])). 0.21/0.48 fof(f391,plain,( 0.21/0.48 ( ! [X60] : (c3_1(X60) | c2_1(X60) | ~c1_1(X60) | sP10) )), 0.21/0.48 inference(cnf_transformation,[],[f391_D])). 0.21/0.48 fof(f391_D,plain,( 0.21/0.48 ( ! [X60] : (c3_1(X60) | c2_1(X60) | ~c1_1(X60)) ) <=> ~sP10), 0.21/0.48 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP10])])). 0.21/0.48 fof(f41,plain,( 0.21/0.48 ( ! [X60,X61] : (c1_1(X61) | c0_1(X61) | ~c3_1(X61) | ~ndr1_0 | c3_1(X60) | c2_1(X60) | ~c1_1(X60) | hskp69) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1606,plain,( 0.21/0.48 ~spl37_153 | ~spl37_34), 0.21/0.48 inference(avatar_split_clause,[],[f189,f610,f1603])). 0.21/0.48 fof(f189,plain,( 0.21/0.48 ~hskp72 | ~c2_1(a1715)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1600,plain,( 0.21/0.48 spl37_152 | ~spl37_34), 0.21/0.48 inference(avatar_split_clause,[],[f188,f610,f1597])). 0.21/0.48 fof(f188,plain,( 0.21/0.48 ~hskp72 | c1_1(a1715)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1594,plain,( 0.21/0.48 spl37_151 | ~spl37_34), 0.21/0.48 inference(avatar_split_clause,[],[f187,f610,f1591])). 0.21/0.48 fof(f187,plain,( 0.21/0.48 ~hskp72 | c3_1(a1715)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1537,plain,( 0.21/0.48 ~spl37_28 | ~spl37_88), 0.21/0.48 inference(avatar_contradiction_clause,[],[f1536])). 0.21/0.48 fof(f1536,plain,( 0.21/0.48 $false | (~spl37_28 | ~spl37_88)), 0.21/0.48 inference(subsumption_resolution,[],[f1535,f1447])). 0.21/0.48 fof(f1447,plain,( 0.21/0.48 ~c1_1(a1665) | ~spl37_28), 0.21/0.48 inference(subsumption_resolution,[],[f165,f581])). 0.21/0.48 fof(f581,plain,( 0.21/0.48 hskp57 | ~spl37_28), 0.21/0.48 inference(avatar_component_clause,[],[f580])). 0.21/0.48 fof(f165,plain,( 0.21/0.48 ~c1_1(a1665) | ~hskp57), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1535,plain,( 0.21/0.48 c1_1(a1665) | (~spl37_28 | ~spl37_88)), 0.21/0.48 inference(subsumption_resolution,[],[f1530,f1444])). 0.21/0.48 fof(f1444,plain,( 0.21/0.48 c0_1(a1665) | ~spl37_28), 0.21/0.48 inference(subsumption_resolution,[],[f163,f581])). 0.21/0.48 fof(f163,plain,( 0.21/0.48 c0_1(a1665) | ~hskp57), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1530,plain,( 0.21/0.48 ~c0_1(a1665) | c1_1(a1665) | (~spl37_28 | ~spl37_88)), 0.21/0.48 inference(resolution,[],[f943,f1446])). 0.21/0.48 fof(f1446,plain,( 0.21/0.48 c3_1(a1665) | ~spl37_28), 0.21/0.48 inference(subsumption_resolution,[],[f164,f581])). 0.21/0.48 fof(f164,plain,( 0.21/0.48 c3_1(a1665) | ~hskp57), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1522,plain,( 0.21/0.48 ~spl37_149 | ~spl37_68), 0.21/0.48 inference(avatar_split_clause,[],[f324,f780,f1519])). 0.21/0.48 fof(f324,plain,( 0.21/0.48 ~hskp16 | ~c2_1(a1677)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1517,plain,( 0.21/0.48 ~spl37_9 | ~spl37_148), 0.21/0.48 inference(avatar_split_clause,[],[f88,f1514,f485])). 0.21/0.48 fof(f88,plain,( 0.21/0.48 ~c1_1(a1678) | ~hskp17), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1471,plain,( 0.21/0.48 spl37_134 | ~spl37_1 | ~spl37_80 | ~spl37_82), 0.21/0.48 inference(avatar_split_clause,[],[f1470,f917,f909,f446,f1137])). 0.21/0.48 fof(f909,plain,( 0.21/0.48 spl37_80 <=> sP1), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_80])])). 0.21/0.48 fof(f917,plain,( 0.21/0.48 spl37_82 <=> sP2), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_82])])). 0.21/0.48 fof(f1470,plain,( 0.21/0.48 ( ! [X81] : (~c0_1(X81) | c1_1(X81) | c3_1(X81)) ) | (~spl37_1 | ~spl37_80 | ~spl37_82)), 0.21/0.48 inference(subsumption_resolution,[],[f1469,f919])). 0.21/0.48 fof(f919,plain,( 0.21/0.48 sP2 | ~spl37_82), 0.21/0.48 inference(avatar_component_clause,[],[f917])). 0.21/0.48 fof(f1469,plain,( 0.21/0.48 ( ! [X81] : (~c0_1(X81) | c1_1(X81) | c3_1(X81) | ~sP2) ) | (~spl37_1 | ~spl37_80)), 0.21/0.48 inference(subsumption_resolution,[],[f1468,f911])). 0.21/0.48 fof(f911,plain,( 0.21/0.48 sP1 | ~spl37_80), 0.21/0.48 inference(avatar_component_clause,[],[f909])). 0.21/0.48 fof(f1468,plain,( 0.21/0.48 ( ! [X81] : (~c0_1(X81) | c1_1(X81) | c3_1(X81) | ~sP1 | ~sP2) ) | ~spl37_1), 0.21/0.48 inference(subsumption_resolution,[],[f376,f448])). 0.21/0.48 fof(f376,plain,( 0.21/0.48 ( ! [X81] : (~ndr1_0 | ~c0_1(X81) | c1_1(X81) | c3_1(X81) | ~sP1 | ~sP2) )), 0.21/0.48 inference(general_splitting,[],[f374,f375_D])). 0.21/0.48 fof(f375,plain,( 0.21/0.48 ( ! [X83] : (c2_1(X83) | c0_1(X83) | ~c3_1(X83) | sP2) )), 0.21/0.48 inference(cnf_transformation,[],[f375_D])). 0.21/0.48 fof(f375_D,plain,( 0.21/0.48 ( ! [X83] : (c2_1(X83) | c0_1(X83) | ~c3_1(X83)) ) <=> ~sP2), 0.21/0.48 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP2])])). 0.21/0.48 fof(f374,plain,( 0.21/0.48 ( ! [X83,X81] : (c2_1(X83) | c0_1(X83) | ~c3_1(X83) | ~ndr1_0 | ~c0_1(X81) | c1_1(X81) | c3_1(X81) | ~sP1) )), 0.21/0.48 inference(general_splitting,[],[f54,f373_D])). 0.21/0.48 fof(f373,plain,( 0.21/0.48 ( ! [X82] : (c2_1(X82) | ~c0_1(X82) | ~c3_1(X82) | sP1) )), 0.21/0.48 inference(cnf_transformation,[],[f373_D])). 0.21/0.48 fof(f373_D,plain,( 0.21/0.48 ( ! [X82] : (c2_1(X82) | ~c0_1(X82) | ~c3_1(X82)) ) <=> ~sP1), 0.21/0.48 introduced(general_splitting_component_introduction,[new_symbols(naming,[sP1])])). 0.21/0.48 fof(f54,plain,( 0.21/0.48 ( ! [X82,X83,X81] : (c2_1(X83) | c0_1(X83) | ~c3_1(X83) | c2_1(X82) | ~c0_1(X82) | ~c3_1(X82) | ~ndr1_0 | ~c0_1(X81) | c1_1(X81) | c3_1(X81)) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1451,plain,( 0.21/0.48 spl37_81 | ~spl37_1 | spl37_51 | spl37_73), 0.21/0.48 inference(avatar_split_clause,[],[f1450,f805,f695,f446,f913])). 0.21/0.48 fof(f1450,plain,( 0.21/0.48 ( ! [X85] : (~c0_1(X85) | c2_1(X85) | ~c3_1(X85)) ) | (~spl37_1 | spl37_51 | spl37_73)), 0.21/0.48 inference(subsumption_resolution,[],[f1449,f448])). 0.21/0.48 fof(f1449,plain,( 0.21/0.48 ( ! [X85] : (~ndr1_0 | ~c0_1(X85) | c2_1(X85) | ~c3_1(X85)) ) | (spl37_51 | spl37_73)), 0.21/0.48 inference(subsumption_resolution,[],[f1448,f697])). 0.21/0.48 fof(f697,plain,( 0.21/0.48 ~hskp48 | spl37_51), 0.21/0.48 inference(avatar_component_clause,[],[f695])). 0.21/0.48 fof(f1448,plain,( 0.21/0.48 ( ! [X85] : (hskp48 | ~ndr1_0 | ~c0_1(X85) | c2_1(X85) | ~c3_1(X85)) ) | spl37_73), 0.21/0.48 inference(subsumption_resolution,[],[f56,f807])). 0.21/0.48 fof(f807,plain,( 0.21/0.48 ~hskp6 | spl37_73), 0.21/0.48 inference(avatar_component_clause,[],[f805])). 0.21/0.48 fof(f56,plain,( 0.21/0.48 ( ! [X85] : (hskp6 | hskp48 | ~ndr1_0 | ~c0_1(X85) | c2_1(X85) | ~c3_1(X85)) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1442,plain,( 0.21/0.48 spl37_81 | ~spl37_1 | spl37_4 | spl37_28), 0.21/0.48 inference(avatar_split_clause,[],[f1441,f580,f460,f446,f913])). 0.21/0.48 fof(f1441,plain,( 0.21/0.48 ( ! [X80] : (c2_1(X80) | ~c3_1(X80) | ~c0_1(X80)) ) | (~spl37_1 | spl37_4 | spl37_28)), 0.21/0.48 inference(subsumption_resolution,[],[f1440,f462])). 0.21/0.48 fof(f462,plain,( 0.21/0.48 ~hskp11 | spl37_4), 0.21/0.48 inference(avatar_component_clause,[],[f460])). 0.21/0.48 fof(f1440,plain,( 0.21/0.48 ( ! [X80] : (c2_1(X80) | ~c3_1(X80) | ~c0_1(X80) | hskp11) ) | (~spl37_1 | spl37_28)), 0.21/0.48 inference(subsumption_resolution,[],[f1439,f582])). 0.21/0.48 fof(f1439,plain,( 0.21/0.48 ( ! [X80] : (c2_1(X80) | ~c3_1(X80) | ~c0_1(X80) | hskp57 | hskp11) ) | ~spl37_1), 0.21/0.48 inference(subsumption_resolution,[],[f53,f448])). 0.21/0.48 fof(f53,plain,( 0.21/0.48 ( ! [X80] : (~ndr1_0 | c2_1(X80) | ~c3_1(X80) | ~c0_1(X80) | hskp57 | hskp11) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1438,plain,( 0.21/0.48 ~spl37_72 | ~spl37_81), 0.21/0.48 inference(avatar_contradiction_clause,[],[f1437])). 0.21/0.48 fof(f1437,plain,( 0.21/0.48 $false | (~spl37_72 | ~spl37_81)), 0.21/0.48 inference(subsumption_resolution,[],[f1436,f1432])). 0.21/0.48 fof(f1432,plain,( 0.21/0.48 c0_1(a1655) | ~spl37_72), 0.21/0.48 inference(subsumption_resolution,[],[f340,f801])). 0.21/0.48 fof(f801,plain,( 0.21/0.48 hskp7 | ~spl37_72), 0.21/0.48 inference(avatar_component_clause,[],[f800])). 0.21/0.48 fof(f800,plain,( 0.21/0.48 spl37_72 <=> hskp7), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_72])])). 0.21/0.48 fof(f340,plain,( 0.21/0.48 ~hskp7 | c0_1(a1655)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1436,plain,( 0.21/0.48 ~c0_1(a1655) | (~spl37_72 | ~spl37_81)), 0.21/0.48 inference(subsumption_resolution,[],[f1435,f1431])). 0.21/0.48 fof(f1431,plain,( 0.21/0.48 ~c2_1(a1655) | ~spl37_72), 0.21/0.48 inference(subsumption_resolution,[],[f339,f801])). 0.21/0.48 fof(f339,plain,( 0.21/0.48 ~hskp7 | ~c2_1(a1655)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1435,plain,( 0.21/0.48 c2_1(a1655) | ~c0_1(a1655) | (~spl37_72 | ~spl37_81)), 0.21/0.48 inference(resolution,[],[f1434,f914])). 0.21/0.48 fof(f1434,plain,( 0.21/0.48 c3_1(a1655) | ~spl37_72), 0.21/0.48 inference(subsumption_resolution,[],[f341,f801])). 0.21/0.48 fof(f341,plain,( 0.21/0.48 ~hskp7 | c3_1(a1655)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1428,plain,( 0.21/0.48 spl37_142 | ~spl37_1 | spl37_25 | spl37_72), 0.21/0.48 inference(avatar_split_clause,[],[f1427,f800,f565,f446,f1184])). 0.21/0.48 fof(f1427,plain,( 0.21/0.48 ( ! [X84] : (~c0_1(X84) | c3_1(X84) | ~c2_1(X84)) ) | (~spl37_1 | spl37_25 | spl37_72)), 0.21/0.48 inference(subsumption_resolution,[],[f1426,f567])). 0.21/0.48 fof(f567,plain,( 0.21/0.48 ~hskp52 | spl37_25), 0.21/0.48 inference(avatar_component_clause,[],[f565])). 0.21/0.48 fof(f1426,plain,( 0.21/0.48 ( ! [X84] : (~c0_1(X84) | c3_1(X84) | ~c2_1(X84) | hskp52) ) | (~spl37_1 | spl37_72)), 0.21/0.48 inference(subsumption_resolution,[],[f1425,f448])). 0.21/0.48 fof(f1425,plain,( 0.21/0.48 ( ! [X84] : (~ndr1_0 | ~c0_1(X84) | c3_1(X84) | ~c2_1(X84) | hskp52) ) | spl37_72), 0.21/0.48 inference(subsumption_resolution,[],[f55,f802])). 0.21/0.48 fof(f802,plain,( 0.21/0.48 ~hskp7 | spl37_72), 0.21/0.48 inference(avatar_component_clause,[],[f800])). 0.21/0.48 fof(f55,plain,( 0.21/0.48 ( ! [X84] : (hskp7 | ~ndr1_0 | ~c0_1(X84) | c3_1(X84) | ~c2_1(X84) | hskp52) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1420,plain,( 0.21/0.48 spl37_92 | ~spl37_1 | spl37_5 | spl37_6), 0.21/0.48 inference(avatar_split_clause,[],[f1419,f470,f465,f446,f958])). 0.21/0.48 fof(f1419,plain,( 0.21/0.48 ( ! [X79] : (~c1_1(X79) | ~c3_1(X79) | ~c2_1(X79)) ) | (~spl37_1 | spl37_5 | spl37_6)), 0.21/0.48 inference(subsumption_resolution,[],[f1418,f467])). 0.21/0.48 fof(f467,plain,( 0.21/0.48 ~hskp12 | spl37_5), 0.21/0.48 inference(avatar_component_clause,[],[f465])). 0.21/0.48 fof(f1418,plain,( 0.21/0.48 ( ! [X79] : (~c1_1(X79) | ~c3_1(X79) | ~c2_1(X79) | hskp12) ) | (~spl37_1 | spl37_6)), 0.21/0.48 inference(subsumption_resolution,[],[f1417,f472])). 0.21/0.48 fof(f472,plain,( 0.21/0.48 ~hskp13 | spl37_6), 0.21/0.48 inference(avatar_component_clause,[],[f470])). 0.21/0.48 fof(f1417,plain,( 0.21/0.48 ( ! [X79] : (~c1_1(X79) | ~c3_1(X79) | ~c2_1(X79) | hskp13 | hskp12) ) | ~spl37_1), 0.21/0.48 inference(subsumption_resolution,[],[f52,f448])). 0.21/0.48 fof(f52,plain,( 0.21/0.48 ( ! [X79] : (~ndr1_0 | ~c1_1(X79) | ~c3_1(X79) | ~c2_1(X79) | hskp13 | hskp12) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1409,plain,( 0.21/0.48 ~spl37_32 | ~spl37_104), 0.21/0.48 inference(avatar_contradiction_clause,[],[f1408])). 0.21/0.48 fof(f1408,plain,( 0.21/0.48 $false | (~spl37_32 | ~spl37_104)), 0.21/0.48 inference(subsumption_resolution,[],[f1407,f861])). 0.21/0.48 fof(f861,plain,( 0.21/0.48 ~c1_1(a1692) | ~spl37_32), 0.21/0.48 inference(subsumption_resolution,[],[f180,f601])). 0.21/0.48 fof(f601,plain,( 0.21/0.48 hskp66 | ~spl37_32), 0.21/0.48 inference(avatar_component_clause,[],[f600])). 0.21/0.48 fof(f600,plain,( 0.21/0.48 spl37_32 <=> hskp66), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_32])])). 0.21/0.48 fof(f180,plain,( 0.21/0.48 ~hskp66 | ~c1_1(a1692)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1407,plain,( 0.21/0.48 c1_1(a1692) | (~spl37_32 | ~spl37_104)), 0.21/0.48 inference(subsumption_resolution,[],[f1401,f863])). 0.21/0.48 fof(f863,plain,( 0.21/0.48 ~c2_1(a1692) | ~spl37_32), 0.21/0.48 inference(subsumption_resolution,[],[f182,f601])). 0.21/0.48 fof(f182,plain,( 0.21/0.48 ~hskp66 | ~c2_1(a1692)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1401,plain,( 0.21/0.48 c2_1(a1692) | c1_1(a1692) | (~spl37_32 | ~spl37_104)), 0.21/0.48 inference(resolution,[],[f1007,f862])). 0.21/0.48 fof(f862,plain,( 0.21/0.48 c0_1(a1692) | ~spl37_32), 0.21/0.48 inference(subsumption_resolution,[],[f181,f601])). 0.21/0.48 fof(f181,plain,( 0.21/0.48 ~hskp66 | c0_1(a1692)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1395,plain,( 0.21/0.48 spl37_104 | ~spl37_1 | spl37_29 | spl37_46), 0.21/0.48 inference(avatar_split_clause,[],[f1394,f670,f585,f446,f1006])). 0.21/0.48 fof(f1394,plain,( 0.21/0.48 ( ! [X78] : (c2_1(X78) | ~c0_1(X78) | c1_1(X78)) ) | (~spl37_1 | spl37_29 | spl37_46)), 0.21/0.48 inference(subsumption_resolution,[],[f1393,f672])). 0.21/0.48 fof(f672,plain,( 0.21/0.48 ~hskp58 | spl37_46), 0.21/0.48 inference(avatar_component_clause,[],[f670])). 0.21/0.48 fof(f1393,plain,( 0.21/0.48 ( ! [X78] : (c2_1(X78) | ~c0_1(X78) | c1_1(X78) | hskp58) ) | (~spl37_1 | spl37_29)), 0.21/0.48 inference(subsumption_resolution,[],[f1392,f448])). 0.21/0.48 fof(f1392,plain,( 0.21/0.48 ( ! [X78] : (~ndr1_0 | c2_1(X78) | ~c0_1(X78) | c1_1(X78) | hskp58) ) | spl37_29), 0.21/0.48 inference(subsumption_resolution,[],[f51,f587])). 0.21/0.48 fof(f587,plain,( 0.21/0.48 ~hskp59 | spl37_29), 0.21/0.48 inference(avatar_component_clause,[],[f585])). 0.21/0.48 fof(f51,plain,( 0.21/0.48 ( ! [X78] : (hskp59 | ~ndr1_0 | c2_1(X78) | ~c0_1(X78) | c1_1(X78) | hskp58) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1381,plain,( 0.21/0.48 spl37_66 | spl37_147 | ~spl37_1 | spl37_10), 0.21/0.48 inference(avatar_split_clause,[],[f1344,f490,f446,f1379,f770])). 0.21/0.48 fof(f770,plain,( 0.21/0.48 spl37_66 <=> hskp19), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_66])])). 0.21/0.48 fof(f1344,plain,( 0.21/0.48 ( ! [X68] : (~c0_1(X68) | c3_1(X68) | ~c1_1(X68) | hskp19) ) | (~spl37_1 | spl37_10)), 0.21/0.48 inference(subsumption_resolution,[],[f1343,f448])). 0.21/0.48 fof(f1343,plain,( 0.21/0.48 ( ! [X68] : (~ndr1_0 | ~c0_1(X68) | c3_1(X68) | ~c1_1(X68) | hskp19) ) | spl37_10), 0.21/0.48 inference(subsumption_resolution,[],[f46,f492])). 0.21/0.48 fof(f492,plain,( 0.21/0.48 ~hskp20 | spl37_10), 0.21/0.48 inference(avatar_component_clause,[],[f490])). 0.21/0.48 fof(f46,plain,( 0.21/0.48 ( ! [X68] : (hskp20 | ~ndr1_0 | ~c0_1(X68) | c3_1(X68) | ~c1_1(X68) | hskp19) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1375,plain,( 0.21/0.48 ~spl37_66 | ~spl37_146), 0.21/0.48 inference(avatar_split_clause,[],[f317,f1372,f770])). 0.21/0.48 fof(f317,plain,( 0.21/0.48 ~c2_1(a1681) | ~hskp19), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1369,plain,( 0.21/0.48 ~spl37_66 | ~spl37_145), 0.21/0.48 inference(avatar_split_clause,[],[f316,f1366,f770])). 0.21/0.48 fof(f316,plain,( 0.21/0.48 ~c3_1(a1681) | ~hskp19), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1364,plain,( 0.21/0.48 ~spl37_66 | ~spl37_144), 0.21/0.48 inference(avatar_split_clause,[],[f315,f1361,f770])). 0.21/0.48 fof(f315,plain,( 0.21/0.48 ~c1_1(a1681) | ~hskp19), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1320,plain,( 0.21/0.48 ~spl37_59 | ~spl37_143), 0.21/0.48 inference(avatar_split_clause,[],[f287,f1317,f735])). 0.21/0.48 fof(f287,plain,( 0.21/0.48 ~c2_1(a1704) | ~hskp33), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1262,plain,( 0.21/0.48 spl37_129 | ~spl37_1 | spl37_36 | spl37_55), 0.21/0.48 inference(avatar_split_clause,[],[f1261,f715,f620,f446,f1115])). 0.21/0.48 fof(f1261,plain,( 0.21/0.48 ( ! [X37] : (~c0_1(X37) | ~c2_1(X37) | ~c3_1(X37)) ) | (~spl37_1 | spl37_36 | spl37_55)), 0.21/0.48 inference(subsumption_resolution,[],[f1260,f717])). 0.21/0.48 fof(f717,plain,( 0.21/0.48 ~hskp38 | spl37_55), 0.21/0.48 inference(avatar_component_clause,[],[f715])). 0.21/0.48 fof(f1260,plain,( 0.21/0.48 ( ! [X37] : (~c0_1(X37) | ~c2_1(X37) | ~c3_1(X37) | hskp38) ) | (~spl37_1 | spl37_36)), 0.21/0.48 inference(subsumption_resolution,[],[f1259,f448])). 0.21/0.48 fof(f1259,plain,( 0.21/0.48 ( ! [X37] : (~ndr1_0 | ~c0_1(X37) | ~c2_1(X37) | ~c3_1(X37) | hskp38) ) | spl37_36), 0.21/0.48 inference(subsumption_resolution,[],[f29,f622])). 0.21/0.48 fof(f622,plain,( 0.21/0.48 ~hskp74 | spl37_36), 0.21/0.48 inference(avatar_component_clause,[],[f620])). 0.21/0.48 fof(f29,plain,( 0.21/0.48 ( ! [X37] : (hskp74 | ~ndr1_0 | ~c0_1(X37) | ~c2_1(X37) | ~c3_1(X37) | hskp38) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1252,plain,( 0.21/0.48 spl37_81 | ~spl37_1 | spl37_44 | spl37_59), 0.21/0.48 inference(avatar_split_clause,[],[f1251,f735,f660,f446,f913])). 0.21/0.48 fof(f1251,plain,( 0.21/0.48 ( ! [X25] : (c2_1(X25) | ~c3_1(X25) | ~c0_1(X25)) ) | (~spl37_1 | spl37_44 | spl37_59)), 0.21/0.48 inference(subsumption_resolution,[],[f1250,f448])). 0.21/0.48 fof(f1250,plain,( 0.21/0.48 ( ! [X25] : (~ndr1_0 | c2_1(X25) | ~c3_1(X25) | ~c0_1(X25)) ) | (spl37_44 | spl37_59)), 0.21/0.48 inference(subsumption_resolution,[],[f1249,f737])). 0.21/0.48 fof(f737,plain,( 0.21/0.48 ~hskp33 | spl37_59), 0.21/0.48 inference(avatar_component_clause,[],[f735])). 0.21/0.48 fof(f1249,plain,( 0.21/0.48 ( ! [X25] : (hskp33 | ~ndr1_0 | c2_1(X25) | ~c3_1(X25) | ~c0_1(X25)) ) | spl37_44), 0.21/0.48 inference(subsumption_resolution,[],[f22,f662])). 0.21/0.48 fof(f22,plain,( 0.21/0.48 ( ! [X25] : (hskp61 | hskp33 | ~ndr1_0 | c2_1(X25) | ~c3_1(X25) | ~c0_1(X25)) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1245,plain,( 0.21/0.48 spl37_88 | ~spl37_1 | spl37_9 | spl37_68), 0.21/0.48 inference(avatar_split_clause,[],[f1244,f780,f485,f446,f942])). 0.21/0.48 fof(f1244,plain,( 0.21/0.48 ( ! [X16] : (~c3_1(X16) | c1_1(X16) | ~c0_1(X16)) ) | (~spl37_1 | spl37_9 | spl37_68)), 0.21/0.48 inference(subsumption_resolution,[],[f1243,f782])). 0.21/0.48 fof(f782,plain,( 0.21/0.48 ~hskp16 | spl37_68), 0.21/0.48 inference(avatar_component_clause,[],[f780])). 0.21/0.48 fof(f1243,plain,( 0.21/0.48 ( ! [X16] : (~c3_1(X16) | c1_1(X16) | ~c0_1(X16) | hskp16) ) | (~spl37_1 | spl37_9)), 0.21/0.48 inference(subsumption_resolution,[],[f1242,f487])). 0.21/0.48 fof(f487,plain,( 0.21/0.48 ~hskp17 | spl37_9), 0.21/0.48 inference(avatar_component_clause,[],[f485])). 0.21/0.48 fof(f1242,plain,( 0.21/0.48 ( ! [X16] : (~c3_1(X16) | c1_1(X16) | ~c0_1(X16) | hskp17 | hskp16) ) | ~spl37_1), 0.21/0.48 inference(subsumption_resolution,[],[f17,f448])). 0.21/0.48 fof(f17,plain,( 0.21/0.48 ( ! [X16] : (~ndr1_0 | ~c3_1(X16) | c1_1(X16) | ~c0_1(X16) | hskp17 | hskp16) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1237,plain,( 0.21/0.48 spl37_118 | ~spl37_1 | spl37_30 | spl37_44), 0.21/0.48 inference(avatar_split_clause,[],[f1230,f660,f590,f446,f1066])). 0.21/0.48 fof(f1230,plain,( 0.21/0.48 ( ! [X15] : (~c3_1(X15) | c0_1(X15) | ~c1_1(X15)) ) | (~spl37_1 | spl37_30 | spl37_44)), 0.21/0.48 inference(subsumption_resolution,[],[f1229,f662])). 0.21/0.48 fof(f1229,plain,( 0.21/0.48 ( ! [X15] : (~c3_1(X15) | c0_1(X15) | ~c1_1(X15) | hskp61) ) | (~spl37_1 | spl37_30)), 0.21/0.48 inference(subsumption_resolution,[],[f1228,f592])). 0.21/0.48 fof(f592,plain,( 0.21/0.48 ~hskp62 | spl37_30), 0.21/0.48 inference(avatar_component_clause,[],[f590])). 0.21/0.48 fof(f1228,plain,( 0.21/0.48 ( ! [X15] : (~c3_1(X15) | c0_1(X15) | ~c1_1(X15) | hskp62 | hskp61) ) | ~spl37_1), 0.21/0.48 inference(subsumption_resolution,[],[f16,f448])). 0.21/0.48 fof(f16,plain,( 0.21/0.48 ( ! [X15] : (~ndr1_0 | ~c3_1(X15) | c0_1(X15) | ~c1_1(X15) | hskp62 | hskp61) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1215,plain,( 0.21/0.48 spl37_136 | ~spl37_1 | spl37_47 | spl37_69), 0.21/0.48 inference(avatar_split_clause,[],[f1214,f785,f675,f446,f1145])). 0.21/0.48 fof(f1214,plain,( 0.21/0.48 ( ! [X12] : (c3_1(X12) | c0_1(X12) | c2_1(X12)) ) | (~spl37_1 | spl37_47 | spl37_69)), 0.21/0.48 inference(subsumption_resolution,[],[f1213,f448])). 0.21/0.48 fof(f1213,plain,( 0.21/0.48 ( ! [X12] : (~ndr1_0 | c3_1(X12) | c0_1(X12) | c2_1(X12)) ) | (spl37_47 | spl37_69)), 0.21/0.48 inference(subsumption_resolution,[],[f1212,f787])). 0.21/0.48 fof(f787,plain,( 0.21/0.48 ~hskp10 | spl37_69), 0.21/0.48 inference(avatar_component_clause,[],[f785])). 0.21/0.48 fof(f1212,plain,( 0.21/0.48 ( ! [X12] : (hskp10 | ~ndr1_0 | c3_1(X12) | c0_1(X12) | c2_1(X12)) ) | spl37_47), 0.21/0.48 inference(subsumption_resolution,[],[f14,f677])). 0.21/0.48 fof(f677,plain,( 0.21/0.48 ~hskp56 | spl37_47), 0.21/0.48 inference(avatar_component_clause,[],[f675])). 0.21/0.48 fof(f14,plain,( 0.21/0.48 ( ! [X12] : (hskp56 | hskp10 | ~ndr1_0 | c3_1(X12) | c0_1(X12) | c2_1(X12)) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1205,plain,( 0.21/0.48 ~spl37_61 | ~spl37_142), 0.21/0.48 inference(avatar_contradiction_clause,[],[f1204])). 0.21/0.48 fof(f1204,plain,( 0.21/0.48 $false | (~spl37_61 | ~spl37_142)), 0.21/0.48 inference(subsumption_resolution,[],[f1203,f881])). 0.21/0.48 fof(f881,plain,( 0.21/0.48 ~c3_1(a1695) | ~spl37_61), 0.21/0.48 inference(subsumption_resolution,[],[f298,f746])). 0.21/0.48 fof(f746,plain,( 0.21/0.48 hskp29 | ~spl37_61), 0.21/0.48 inference(avatar_component_clause,[],[f745])). 0.21/0.48 fof(f298,plain,( 0.21/0.48 ~hskp29 | ~c3_1(a1695)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1203,plain,( 0.21/0.48 c3_1(a1695) | (~spl37_61 | ~spl37_142)), 0.21/0.48 inference(subsumption_resolution,[],[f1200,f879])). 0.21/0.48 fof(f879,plain,( 0.21/0.48 c2_1(a1695) | ~spl37_61), 0.21/0.48 inference(subsumption_resolution,[],[f296,f746])). 0.21/0.48 fof(f296,plain,( 0.21/0.48 ~hskp29 | c2_1(a1695)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1200,plain,( 0.21/0.48 ~c2_1(a1695) | c3_1(a1695) | (~spl37_61 | ~spl37_142)), 0.21/0.48 inference(resolution,[],[f1185,f880])). 0.21/0.48 fof(f880,plain,( 0.21/0.48 c0_1(a1695) | ~spl37_61), 0.21/0.48 inference(subsumption_resolution,[],[f297,f746])). 0.21/0.48 fof(f297,plain,( 0.21/0.48 ~hskp29 | c0_1(a1695)), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1198,plain,( 0.21/0.48 spl37_142 | ~spl37_1 | spl37_48 | spl37_70), 0.21/0.48 inference(avatar_split_clause,[],[f1197,f790,f680,f446,f1184])). 0.21/0.48 fof(f1197,plain,( 0.21/0.48 ( ! [X11] : (~c0_1(X11) | c3_1(X11) | ~c2_1(X11)) ) | (~spl37_1 | spl37_48 | spl37_70)), 0.21/0.48 inference(subsumption_resolution,[],[f1196,f682])). 0.21/0.48 fof(f682,plain,( 0.21/0.48 ~hskp55 | spl37_48), 0.21/0.48 inference(avatar_component_clause,[],[f680])). 0.21/0.48 fof(f1196,plain,( 0.21/0.48 ( ! [X11] : (~c0_1(X11) | c3_1(X11) | ~c2_1(X11) | hskp55) ) | (~spl37_1 | spl37_70)), 0.21/0.48 inference(subsumption_resolution,[],[f1195,f448])). 0.21/0.48 fof(f1195,plain,( 0.21/0.48 ( ! [X11] : (~ndr1_0 | ~c0_1(X11) | c3_1(X11) | ~c2_1(X11) | hskp55) ) | spl37_70), 0.21/0.48 inference(subsumption_resolution,[],[f13,f792])). 0.21/0.48 fof(f792,plain,( 0.21/0.48 ~hskp9 | spl37_70), 0.21/0.48 inference(avatar_component_clause,[],[f790])). 0.21/0.48 fof(f13,plain,( 0.21/0.48 ( ! [X11] : (hskp9 | ~ndr1_0 | ~c0_1(X11) | c3_1(X11) | ~c2_1(X11) | hskp55) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1186,plain,( 0.21/0.48 spl37_77 | spl37_142 | ~spl37_1 | spl37_53), 0.21/0.48 inference(avatar_split_clause,[],[f1159,f705,f446,f1184,f825])). 0.21/0.48 fof(f825,plain,( 0.21/0.48 spl37_77 <=> hskp0), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_77])])). 0.21/0.48 fof(f1159,plain,( 0.21/0.48 ( ! [X0] : (~c2_1(X0) | c3_1(X0) | ~c0_1(X0) | hskp0) ) | (~spl37_1 | spl37_53)), 0.21/0.48 inference(subsumption_resolution,[],[f1158,f448])). 0.21/0.48 fof(f1158,plain,( 0.21/0.48 ( ! [X0] : (~ndr1_0 | ~c2_1(X0) | c3_1(X0) | ~c0_1(X0) | hskp0) ) | spl37_53), 0.21/0.48 inference(subsumption_resolution,[],[f7,f707])). 0.21/0.48 fof(f707,plain,( 0.21/0.48 ~hskp42 | spl37_53), 0.21/0.48 inference(avatar_component_clause,[],[f705])). 0.21/0.48 fof(f7,plain,( 0.21/0.48 ( ! [X0] : (hskp42 | ~ndr1_0 | ~c2_1(X0) | c3_1(X0) | ~c0_1(X0) | hskp0) )), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1182,plain,( 0.21/0.48 ~spl37_77 | spl37_141), 0.21/0.48 inference(avatar_split_clause,[],[f361,f1179,f825])). 0.21/0.48 fof(f361,plain,( 0.21/0.48 c0_1(a1637) | ~hskp0), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1177,plain,( 0.21/0.48 ~spl37_77 | ~spl37_140), 0.21/0.48 inference(avatar_split_clause,[],[f360,f1174,f825])). 0.21/0.48 fof(f360,plain,( 0.21/0.48 ~c2_1(a1637) | ~hskp0), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1171,plain,( 0.21/0.48 ~spl37_77 | spl37_139), 0.21/0.48 inference(avatar_split_clause,[],[f359,f1168,f825])). 0.21/0.48 fof(f359,plain,( 0.21/0.48 c1_1(a1637) | ~hskp0), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f1047,plain,( 0.21/0.48 spl37_113 | spl37_106), 0.21/0.48 inference(avatar_split_clause,[],[f409,f1014,f1044])). 0.21/0.48 fof(f1042,plain,( 0.21/0.48 spl37_111 | spl37_112), 0.21/0.48 inference(avatar_split_clause,[],[f407,f1040,f1036])). 0.21/0.48 fof(f1034,plain,( 0.21/0.48 spl37_110 | spl37_88), 0.21/0.48 inference(avatar_split_clause,[],[f405,f942,f1031])). 0.21/0.48 fof(f1024,plain,( 0.21/0.48 spl37_107 | spl37_108), 0.21/0.48 inference(avatar_split_clause,[],[f401,f1022,f1018])). 0.21/0.48 fof(f1016,plain,( 0.21/0.48 spl37_105 | spl37_106), 0.21/0.48 inference(avatar_split_clause,[],[f399,f1014,f1010])). 0.21/0.48 fof(f1008,plain,( 0.21/0.48 spl37_103 | spl37_104), 0.21/0.48 inference(avatar_split_clause,[],[f397,f1006,f1002])). 0.21/0.48 fof(f1000,plain,( 0.21/0.48 spl37_101 | spl37_102), 0.21/0.48 inference(avatar_split_clause,[],[f395,f998,f994])). 0.21/0.48 fof(f992,plain,( 0.21/0.48 spl37_99 | spl37_100), 0.21/0.48 inference(avatar_split_clause,[],[f393,f990,f986])). 0.21/0.48 fof(f984,plain,( 0.21/0.48 spl37_97 | spl37_98), 0.21/0.48 inference(avatar_split_clause,[],[f391,f982,f978])). 0.21/0.48 fof(f936,plain,( 0.21/0.48 spl37_85 | spl37_86), 0.21/0.48 inference(avatar_split_clause,[],[f379,f934,f930])). 0.21/0.48 fof(f928,plain,( 0.21/0.48 spl37_84 | spl37_81), 0.21/0.48 inference(avatar_split_clause,[],[f377,f913,f925])). 0.21/0.48 fof(f923,plain,( 0.21/0.48 spl37_82 | spl37_83), 0.21/0.48 inference(avatar_split_clause,[],[f375,f921,f917])). 0.21/0.48 fof(f915,plain,( 0.21/0.48 spl37_80 | spl37_81), 0.21/0.48 inference(avatar_split_clause,[],[f373,f913,f909])). 0.21/0.48 fof(f907,plain,( 0.21/0.48 spl37_78 | spl37_79), 0.21/0.48 inference(avatar_split_clause,[],[f371,f905,f901])). 0.21/0.48 fof(f878,plain,( 0.21/0.48 spl37_61 | spl37_25 | spl37_26), 0.21/0.48 inference(avatar_split_clause,[],[f875,f570,f565,f745])). 0.21/0.48 fof(f875,plain,( 0.21/0.48 hskp29 | (spl37_25 | spl37_26)), 0.21/0.48 inference(subsumption_resolution,[],[f874,f567])). 0.21/0.48 fof(f874,plain,( 0.21/0.48 hskp52 | hskp29 | spl37_26), 0.21/0.48 inference(subsumption_resolution,[],[f368,f572])). 0.21/0.48 fof(f572,plain,( 0.21/0.48 ~hskp53 | spl37_26), 0.21/0.48 inference(avatar_component_clause,[],[f570])). 0.21/0.48 fof(f368,plain,( 0.21/0.48 hskp53 | hskp52 | hskp29), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f860,plain,( 0.21/0.48 spl37_32 | spl37_14 | spl37_62), 0.21/0.48 inference(avatar_split_clause,[],[f859,f750,f510,f600])). 0.21/0.48 fof(f859,plain,( 0.21/0.48 hskp66 | (spl37_14 | spl37_62)), 0.21/0.48 inference(subsumption_resolution,[],[f858,f752])). 0.21/0.48 fof(f752,plain,( 0.21/0.48 ~hskp28 | spl37_62), 0.21/0.48 inference(avatar_component_clause,[],[f750])). 0.21/0.48 fof(f858,plain,( 0.21/0.48 hskp66 | hskp28 | spl37_14), 0.21/0.48 inference(subsumption_resolution,[],[f366,f512])). 0.21/0.48 fof(f512,plain,( 0.21/0.48 ~hskp27 | spl37_14), 0.21/0.48 inference(avatar_component_clause,[],[f510])). 0.21/0.48 fof(f366,plain,( 0.21/0.48 hskp66 | hskp27 | hskp28), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f850,plain,( 0.21/0.48 spl37_42 | spl37_43 | spl37_63), 0.21/0.48 inference(avatar_split_clause,[],[f849,f755,f655,f650])). 0.21/0.48 fof(f650,plain,( 0.21/0.48 spl37_42 <=> hskp65), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_42])])). 0.21/0.48 fof(f655,plain,( 0.21/0.48 spl37_43 <=> hskp64), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_43])])). 0.21/0.48 fof(f755,plain,( 0.21/0.48 spl37_63 <=> hskp23), 0.21/0.48 introduced(avatar_definition,[new_symbols(naming,[spl37_63])])). 0.21/0.48 fof(f849,plain,( 0.21/0.48 hskp65 | (spl37_43 | spl37_63)), 0.21/0.48 inference(subsumption_resolution,[],[f845,f757])). 0.21/0.48 fof(f757,plain,( 0.21/0.48 ~hskp23 | spl37_63), 0.21/0.48 inference(avatar_component_clause,[],[f755])). 0.21/0.48 fof(f845,plain,( 0.21/0.48 hskp65 | hskp23 | spl37_43), 0.21/0.48 inference(subsumption_resolution,[],[f365,f657])). 0.21/0.48 fof(f657,plain,( 0.21/0.48 ~hskp64 | spl37_43), 0.21/0.48 inference(avatar_component_clause,[],[f655])). 0.21/0.48 fof(f365,plain,( 0.21/0.48 hskp64 | hskp65 | hskp23), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f758,plain,( 0.21/0.48 spl37_1 | ~spl37_63), 0.21/0.48 inference(avatar_split_clause,[],[f303,f755,f446])). 0.21/0.48 fof(f303,plain,( 0.21/0.48 ~hskp23 | ndr1_0), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f658,plain,( 0.21/0.48 ~spl37_43 | spl37_1), 0.21/0.48 inference(avatar_split_clause,[],[f223,f446,f655])). 0.21/0.48 fof(f223,plain,( 0.21/0.48 ndr1_0 | ~hskp64), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 fof(f653,plain,( 0.21/0.48 spl37_1 | ~spl37_42), 0.21/0.48 inference(avatar_split_clause,[],[f219,f650,f446])). 0.21/0.48 fof(f219,plain,( 0.21/0.48 ~hskp65 | ndr1_0), 0.21/0.48 inference(cnf_transformation,[],[f6])). 0.21/0.48 % SZS output end Proof for theBenchmark 0.21/0.48 % (18760)------------------------------ 0.21/0.48 % (18760)Version: Vampire 4.7 (commit 2d02e4655 on 2022-07-11 21:15:24 +0200) 0.21/0.48 % (18760)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0 0.21/0.48 % (18760)Termination reason: Refutation 0.21/0.48 0.21/0.48 % (18760)Memory used [KB]: 8315 0.21/0.48 % (18760)Time elapsed: 0.065 s 0.21/0.48 % (18760)------------------------------ 0.21/0.48 % (18760)------------------------------ 0.21/0.48 % (18753)Success in time 0.109 s 0.21/0.48 EOF